From 1e14ae573cc77a785882f0c8bc1fd2220702b278 Mon Sep 17 00:00:00 2001 From: Gregory Guo <148469282+gdg1999@users.noreply.github.com> Date: Thu, 3 Oct 2024 15:19:33 +0800 Subject: [PATCH 1/9] Add Full-Order Synchronous Machine with PSS and Excitation Model Changes The following changes have been made in the corresponding directories and files: Class Folder: Added SynchronousMachineFullOrder class file for the new full-order synchronous machine model. Added DoublyFedInductionGenerator class file (incomplete). Added HighVoltageDirectCurrent class file (incomplete). Modified ModelAdvance to reduce simulation step size for improved numerical accuracy. Simulink Folder: Updated SimAddApparatus to include a new test case (case003), which accommodates the newly added synchronous machine model. Toolbox Folder: Modified ApparatusModelCreate to include parameter definitions for the synchronous machine model. Updated BusTypeVIF to incorporate changes for functional analysis related to the new synchronous machine model. Modified RearrangeListApparatus to: Increase the parameter capacity to 25. Add default parameters for the synchronous machine model. Library Folder: Updated corresponding library files to reflect changes in the synchronous machine model and other apparatus. --- .../+Class/DoublyFedInductionGenerator.m | 207 ++++++ +SimplusGT/+Class/HighVoltageDirectCurrent.m | 113 ++++ +SimplusGT/+Class/ModelAdvance.m | 2 +- .../+Class/SynchronousMachineFullOrder.m | 414 ++++++++++++ +SimplusGT/+Class/mymodel_v1.slx.autosave | Bin 0 -> 41659 bytes +SimplusGT/+Simulink/SimAddApparatus.m | 4 + +SimplusGT/+Simulink/mymodel_v1.slx.autosave | Bin 0 -> 41783 bytes +SimplusGT/+Toolbox/ApparatusModelCreate.m | 54 +- +SimplusGT/+Toolbox/BusTypeVIF.m | 2 +- +SimplusGT/+Toolbox/Main.m | 90 +-- +SimplusGT/+Toolbox/RearrangeListApparatus.m | 40 +- .gitignore | 8 +- .../AcPowerSystem/IEEE_14Bus/precious.slxc | Bin 0 -> 5284 bytes .../Kundar_TwoAreaSystem.json | 590 ++++++++++++++++++ .../Kundar_TwoAreaSystem.xlsx | Bin 0 -> 15529 bytes .../SgInfiniteBus.json | 34 +- .../SgInfiniteBus.xlsx | Bin 27272 -> 14033 bytes Library/SimplusGT.slx.original | Bin 0 -> 1943519 bytes Library/SimplusGT_2020a.slx | Bin 358569 -> 1941665 bytes Library/SimplusGT_2020a.slx.r2020a | Bin 0 -> 358569 bytes Library/mymodel_v1.slx.autosave | Bin 0 -> 41438 bytes UserMain.m | 7 +- precious.slxc | Bin 0 -> 5273 bytes 23 files changed, 1495 insertions(+), 70 deletions(-) create mode 100644 +SimplusGT/+Class/DoublyFedInductionGenerator.m create mode 100644 +SimplusGT/+Class/HighVoltageDirectCurrent.m create mode 100644 +SimplusGT/+Class/SynchronousMachineFullOrder.m create mode 100644 +SimplusGT/+Class/mymodel_v1.slx.autosave create mode 100644 +SimplusGT/+Simulink/mymodel_v1.slx.autosave create mode 100644 Examples/AcPowerSystem/IEEE_14Bus/precious.slxc create mode 100644 Examples/AcPowerSystem/Kundar_TwoAreaSystem/Kundar_TwoAreaSystem.json create mode 100644 Examples/AcPowerSystem/Kundar_TwoAreaSystem/Kundar_TwoAreaSystem.xlsx create mode 100644 Library/SimplusGT.slx.original create mode 100644 Library/SimplusGT_2020a.slx.r2020a create mode 100644 Library/mymodel_v1.slx.autosave create mode 100644 precious.slxc diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.m b/+SimplusGT/+Class/DoublyFedInductionGenerator.m new file mode 100644 index 00000000..6fd9632d --- /dev/null +++ b/+SimplusGT/+Class/DoublyFedInductionGenerator.m @@ -0,0 +1,207 @@ +% This class defines the model of doubly-fed induction generator (DFIG). + +% Author(s): Duange Guo + +%% Notes +% +% This is just a template. For practical examples, please see +% "Inductor.m", which is a single-phase inductor, and see +% "SynchronousMachine.m", which is a three-phase synchronous machine. + +%% Class + +classdef DoublyFedInductionGenerator < SimplusGT.Class.ModelAdvance + + methods + % Constructor + function obj = DoublyFedInductionGenerator(varargin) + setProperties(obj,nargin,varargin{:}); + end + end + + methods(Static) + + % Set the strings of state, input, output + % + % These strings are mainly for printing output and searching the + % corresponding ports. + % + % For ac apparatuses, the first two inputs and outputs should be + % {'v_d','v_q'} and {'i_d','i_q'}, and {'w'} should be output. For + % dc apparatuses, the first input and output should be {'v'} and {'i'}. + % No specific requirementFor other inputs, outputs, and states. + % + % The dimensions of x, u, y must be coinsistent in following three + % functions: SignalList, Equilibrium, and StateSpaceEqu. + function [State,Input,Output] = SignalList(obj) + State = {'w_m',... + 'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... + 'Phi_ra', 'Phi_rb', 'Phi_rc',... % RSC control + 'igd', 'igq',... + 'Phi_ga', 'Phi_gb', 'Phi_gc',... % GSC control + 'V_dc',... + 'Phipllr', 'theta_pllr',... + 'Phipllg', 'theta_pllg'}; % x, state + Input = {'u_d', 'u_q', 'wm_ref', 'Vdc_ref'}; % u, input + Output = {'i_d', 'i_q', 'w_m', 'V_dc', 'T_e'}; % y, output + end + + % Calculate the equilibrium + % The equilibrium is determined by the power flow data and apparatus's + % own paramters.This function will be called once, at the + % beginneing of simulation. + function [x_e,u_e,xi] = Equilibrium(obj) + % Get the power PowerFlow values + P = obj.PowerFlow(1); + Q = obj.PowerFlow(2); + V = obj.PowerFlow(3); + xi = obj.PowerFlow(4); + w = obj.PowerFlow(5); + + % Get parameters + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + obj.Para(1); + + % Calculated parameters + + + % Calculate equilibrium + + + + % Set equilibrium + x_e = []; + u_e = []; + xi = xi; + end + + % State space model + % This function defines the state space model of this apparatus, + % and is the core part for capturing the dynamics of this apparatus. + % + % This function will be called at each step, i.e., Ts, during the + % whole precedure of the discrete simulation. + % + % The state space model should be a large-signal model rather than + % a small-signal model. The linearized model will be calculated by + % functions in the parent class and the linearization point (i.e. + % equilibrium) is calculated above. + function [Output] = StateSpaceEqu(obj,x,u,CallFlag) + % Get parameter + obj.Para(1); + + + % default parameters + + + KPdg = 2*wnig*Lg - Rg; + KIdg = Lg*wnig^2; + KPqg = KPdg; + KIqg = KIdg; + KP_V = 10*0.01; + KI_V = 110*0.0001; + + % Get state + w_m = x(1); + Psi_ds = x(2); + Psi_qs = x(3); + Psi_dr = x(4); + Psi_qr = x(5); + Phi_ra = x(6); + Phi_rc = x(7); + Phi_rb = x(8); + i_gd = x(9); + i_gq = x(10); + Phi_ga = x(11); + Phi_gc = x(12); + Phi_gb = x(13); + Vdc = x(14); + Px_3 = x(15); + + % Get input + u(1); + + % State space equations + % dx/dt = f(x,u) + % y = g(x,u) + if CallFlag == 1 + % ### Call state equation: dx/dt = f(x,u) + + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psids;Psidr;Psiqs;Psiqr]; + Ird = I(1); Isd = I(2); Irq = I(3); Isq = I(4); + Ptot = usq*Isq + usd*Isd + urq*Irq + urd*Ird; % output1 + Te = p*Lm*(Ird*Isq - Isd*Irq); % output2 + + dw_m = (p/J)*(T_e-T_L); % state1 + w_r = w_g - w_m; + dPsi_ds = u_sd - Rs*Isd + w_g*Psi_qs; % state2 + dPsi_qs = u_sq - Rs*Isq - w_g*Psi_ds; % state3 + dPsi_dr = u_rd - Rr*Ird + w_r*Psi_qr; % state4 + dPsi_qr = u_rq - Rr*Irq - w_r*Psi_dr; % state5 + + alpha1 = -Lm/Ls; alpha2 = Lr + Lm*alpha1; + PHI = sqrt(2/3)*sqrt(Psids^2 + Psiqs^2); + + compensatord = wr*Irq*(-alpha2); + compensatorq = wr*PHI*alpha1 + wr*Ird*alpha2; + + dPhi_ra = KId*(Ird_ref - I_rd); % state6 + u_rd = KPd*(Ird_ref - Ird) + Phi_ra + compensatord; + + dPhi_rc = KIn*(wm_ref - w_m); % state7 + Irq_ref = (-1)*(KPn*(wm_ref - w_m) + Phi_rc); + + dPhi_rb = KIq*(Irq_ref - I_rq); % state8 + u_rq = KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq; + + di_gd = (1/Lg)*(u_gd - Rg*i_gd - vrefd + Lg*w_g*i_gq); % state9 + di_gq = (1/Lg)*(u_gq - Rg*i_gq - vrefq - Lg*w_g*i_gd); % state10 + + compensatorgd = ugd + w_g*Lg*igq; + compensatorgq = ugq - w_g*Lg*igd; + + dPhi_ga = KIqg*(Igq_ref - i_gq); % state11 + vrefq = compensatorgq - (KPqg*(Igq_ref - i_gq)+ Phi_ga); + + dPhi_gc = KI_V*(Vdc_ref - V_dc); % state12 + Igd_ref = KP_V*(Vdc_ref - V_dc) + Phi_gc; + + dPhi_gb = KIdg*(Igd_ref - igd); % state13 + vrefd = compensatorgd - (KPdg*(Igd_ref - i_gd)+ Phi_gb); + + Prsc = u_rd*I_rd + u_rq*Irq; + Pgsc = u_gd*i_gd + u_gq*i_gq; + dVdc = (1/(C_bus*V_dc))*(P_gsc-P_rsc); % state14 + + dPhiplla = ki_pll*(u_sd-usd_ref); % state15 + dtheta_pll = Phiplla + kp_pll*(u_sd-usd_ref); % state16 + + f_xu = []; + Output = f_xu; + elseif CallFlag == 2 + % ### Call output equation: y = g(x,u) + % Just be careful that the input and output must coincide + % with the signal sequence as well as the ports in simulink model. + + g_xu = []; + Output = g_xu; + end + end + + end +end diff --git a/+SimplusGT/+Class/HighVoltageDirectCurrent.m b/+SimplusGT/+Class/HighVoltageDirectCurrent.m new file mode 100644 index 00000000..b1132ab8 --- /dev/null +++ b/+SimplusGT/+Class/HighVoltageDirectCurrent.m @@ -0,0 +1,113 @@ +% This class shows a template for models based on "ModelAdvance". + +% Author(s): Yitong Li + +%% Notes +% +% This is just a template. For practical examples, please see +% "Inductor.m", which is a single-phase inductor, and see +% "SynchronousMachine.m", which is a three-phase synchronous machine. + +%% Class + +% Please change "ModelTemplate" here to your customized name and save this +% file as your customized name as well. +classdef ModelTemplate < SimplusGT.Class.ModelAdvance + + methods + % Constructor + % Please change "ModelTemplate" to your customized name. + function obj = ModelTemplate(varargin) + setProperties(obj,nargin,varargin{:}); + end + end + + methods(Static) + + % Set the strings of state, input, output + % + % These strings are mainly for printing output and searching the + % corresponding ports. + % + % For ac apparatuses, the first two inputs and outputs should be + % {'v_d','v_q'} and {'i_d','i_q'}, and {'w'} should be output. For + % dc apparatuses, the first input and output should be {'v'} and {'i'}. + % No specific requirementFor other inputs, outputs, and states. + % + % The dimensions of x, u, y must be coinsistent in following three + % functions: SignalList, Equilibrium, and StateSpaceEqu. + function [State,Input,Output] = SignalList(obj) + State = {'x1','x2'}; % x, state + Input = {'v'}; % u, input + Output = {'i'}; % y, output + end + + % Calculate the equilibrium + % The equilibrium is determined by the power flow data and apparatus's + % own paramters.This function will be called once, at the + % beginneing of simulation. + function [x_e,u_e,xi] = Equilibrium(obj) + % Get the power PowerFlow values + P = obj.PowerFlow(1); + Q = obj.PowerFlow(2); + V = obj.PowerFlow(3); + xi = obj.PowerFlow(4); + w = obj.PowerFlow(5); + + % Get parameters + obj.Para(1); + % if you would like to change the parameters at 2.0s. Taking xi as an example + if obj.Timer>2 + xi =6; + end + + + % Calculate equilibrium + + % Set equilibrium + x_e = []; + u_e = []; + xi = xi; + end + + % State space model + % This function defines the state space model of this apparatus, + % and is the core part for capturing the dynamics of this apparatus. + % + % This function will be called at each step, i.e., Ts, during the + % whole precedure of the discrete simulation. + % + % The state space model should be a large-signal model rather than + % a small-signal model. The linearized model will be calculated by + % functions in the parent class and the linearization point (i.e. + % equilibrium) is calculated above. + function [Output] = StateSpaceEqu(obj,x,u,CallFlag) + % Get parameter + obj.Para(1); + + % Get state + x(1); + + % Get input + u(1); + + % State space equations + % dx/dt = f(x,u) + % y = g(x,u) + if CallFlag == 1 + % ### Call state equation: dx/dt = f(x,u) + + f_xu = []; + Output = f_xu; + elseif CallFlag == 2 + % ### Call output equation: y = g(x,u) + % Just be careful that the input and output must coincide + % with the signal sequence as well as the ports in simulink model. + + g_xu = []; + Output = g_xu; + end + end + + end +end diff --git a/+SimplusGT/+Class/ModelAdvance.m b/+SimplusGT/+Class/ModelAdvance.m index 8e3ccc70..69d25fa5 100644 --- a/+SimplusGT/+Class/ModelAdvance.m +++ b/+SimplusGT/+Class/ModelAdvance.m @@ -26,7 +26,7 @@ % ### Public properties % Public can be set to [] properties - Ts = 1e-4; % Sampling period (s) + Ts = 1e-6; % Sampling period (s) Para = []; % Apparatus parameters end diff --git a/+SimplusGT/+Class/SynchronousMachineFullOrder.m b/+SimplusGT/+Class/SynchronousMachineFullOrder.m new file mode 100644 index 00000000..8b40d064 --- /dev/null +++ b/+SimplusGT/+Class/SynchronousMachineFullOrder.m @@ -0,0 +1,414 @@ +% This class defines the model of synchronous machine with full order. + +% Author(s): Duange Guo + +%% Notes +% +% The model is in admittance form. +% +% dw means the derivative of w +% +% This model contains 6 windings equations: +% stator: d and q axis +% rotor: d-axis field winding (fd), d-axis damper (1d), 2 q-axis dampers (gq, kq), +% +% +% 1. q-axis leads the d-axis (IEEE standard) +% 2. rotor angle with regard to q-axis +% 3. the model is in load convention +% 4. 0-axis is omitted +% 5. w is not in p.u. +% +% + +%% Class + +classdef SynchronousMachineFullOrder < SimplusGT.Class.ModelAdvance + + methods + % Constructor + function obj = SynchronousMachineFullOrder(varargin) + setProperties(obj,nargin,varargin{:}); + end + end + + methods(Static) + + function [State,Input,Output] = SignalList(obj) + State = {'psi_d','psi_q',... % d-q axis of stator windings + 'psi_fd','psi_1d',... % d-axis of rotor windings + 'psi_gq','psi_kq',... % q-axis of rotor windings + 'w','theta',... % rotation states + 'T_m',... + 'V_f','R_f','E_fd',... % exciter related + 'Px_1','Px_2','Px_3'}; % PSS related + Input = {'v_d','v_q',... % input voltage + 'T_0',... % input torque + 'w_ref',... % governor speed ref + 'U_ref'}; % exciter voltage ref + Output = {'i_d','i_q',... % output current + 'w',... % angular rotation speed (rad/s) + 'theta',... % rotor angle + 'T_e',... % EM torque + 'U_mag',... % voltage magnitude + 'psi_d',... + 'psi_q',... + 'psi_fd','psi_1d',... + 'psi_gq','psi_kq'}; + end + + + % Calculate the equilibrium + % The equilibrium is determined by the power flow data and apparatus's + % own paramters.This function will be called once, at the + % beginneing of simulation. + function [x_e,u_e,xi] = Equilibrium(obj) + % Get the power PowerFlow values + P = obj.PowerFlow(1); + Q = obj.PowerFlow(2); + V = obj.PowerFlow(3); + xi = obj.PowerFlow(4); + w = obj.PowerFlow(5); + + % Get parameters in pu + x_d = obj.Para(1); % + x_dd = obj.Para(2); % X_dd represents Xd' + x_ddd = obj.Para(3); % + x_q = obj.Para(4); % + x_qd = obj.Para(5); % X_qd represents Xq' + x_qdd = obj.Para(6); % + x_l = obj.Para(7); % or x_2, x_ls in some practical cases + R_a = obj.Para(8); % + T_dd = obj.Para(9); % T_dd represents Td' + T_ddd = obj.Para(10); % + T_qd = obj.Para(11); % T_qd represents Tq' + T_qdd = obj.Para(12); % + H = obj.Para(13); % Inertial constant + S_A = obj.Para(14); % Saturation parameters + S_B = obj.Para(15); + S_N = obj.Para(16); + D = obj.Para(17); % Damp constant + SpeedPara = obj.Para(18); % simplified governor parameters + K_A = obj.Para(19); % simplified exciter parameters + EnableSaturation = obj.Para(20); % Saturation setting + wb = obj.Para(21); + + T_E = 0.314; % Time constant of exciter + T_A = 0.02; % Time constant of AV + T_F = 0.35; % Time constant of Feedback + K_E = 1.0; % Exciter Gain + K_F = 0.063; % Feedback Gain + % K_A = 20; % K_A can be adjusted + + % Calculated parameters + xd_diff = x_d - x_dd; + xdd_diff = x_dd - x_ddd; + xdl_diff = x_dd-x_l; + xddl_diff = x_ddd-x_l; + + xq_diff = x_q-x_qd; + xqd_diff = x_qd-x_qdd; + xql_diff = x_qd-x_l; + xqql_diff = x_qdd-x_l; + + xd_frac = xdd_diff/xdl_diff^2; + xq_frac = xqd_diff/xql_diff^2; + + % Calculate equilibrium + S_D0 = -P/V; + S_Q0 = -Q/V; + S_DQ0 = S_D0 + 1j*S_Q0; + i_abs = abs(S_DQ0); + ui_argdiff = angle(S_DQ0); + i_arg = xi - ui_argdiff; + + i_DQ = i_abs * exp(1i * i_arg); + i_Q = imag(i_DQ); + i_D = real(i_DQ); + + v_DQ = V * exp(1i * xi); + v_D = real(v_DQ); + v_Q = imag(v_DQ); + + syms theta + T_rotate = [cos(pi/2-theta) -sin(pi/2-theta); sin(pi/2-theta) cos(pi/2-theta)]; + v_dq = T_rotate*[v_D; v_Q]; + i_dq = T_rotate*[i_D; i_Q]; + + v_d = v_dq(1); + v_q = v_dq(2); + i_d = i_dq(1); + i_q = i_dq(2); + + syms T_0 V_ref E_0 + syms psi_d psi_q psi_fd psi_1d psi_gq psi_kq w theta T_m V_f T_dd T_qd E_fd R_f + + T_e = psi_d*i_q - psi_q*i_d; + U_mag = sqrt((R_a*i_d+(w/wb)*psi_q)^2+(-R_a*i_q+(w/wb)*psi_d)^2); + eqn1 = -wb*(-v_d - (w/wb)*psi_q - R_a*i_d) == 0; % state1 + eqn2 = -wb*(-v_q + (w/wb)*psi_d - R_a*i_q) == 0; % state2 + eqn3 = (1/T_dd)*(E_fd - psi_fd... + -xd_diff*(i_d-... + xd_frac*... + (psi_1d + xdl_diff*i_d - psi_fd))) == 0; % state3 + eqn4 = (1/T_ddd)*(psi_fd - psi_1d - xdl_diff*i_d); % state4 + eqn5 = (1/T_qd)*(-psi_gq +... + xq_diff*(i_q-... + xq_frac*... + (psi_kq + xql_diff*i_q+psi_gq))) == 0; % state5 + eqn6 = (1/T_qdd)*(-psi_gq - psi_kq - xql_diff*i_q) == 0; % state6 + eqn7 = (wb/(2*H))*(T_m - T_e - D*w) == 0; % state7 + eqn9 = (1/T_A)*(K_A*(V_ref - U_mag) - V_f + K_A*R_f - E_fd*(K_A*K_F/T_F)) == 0; + eqn10 = (1/T_F)*(-R_f + E_fd*(K_F/T_F)) == 0; + eqn11 = (1/T_E)*(V_f - E_fd*K_E) == 0; + eqn12 = i_d + (1/x_ddd)*(psi_d +... + -psi_1d*(xdd_diff/xdl_diff) +... + -psi_fd*(xddl_diff/xdl_diff)) == 0; + eqn13 = i_q + (1/x_qdd)*(psi_q -... + -psi_kq*(xqd_diff/xql_diff) +... + psi_gq*(xqql_diff/xql_diff)) == 0; + w = wb; + [psi_d psi_q psi_fd psi_1d psi_gq psi_kq T_m R_f V_f E_fd V_ref theta]... + = solve(eval([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7,... + eqn9, eqn10, eqn11, eqn12, eqn13]),... + [psi_d psi_q psi_fd psi_1d psi_gq psi_kq T_m R_f V_f E_fd V_ref theta]); + sol = 2; + psi_d = vpa(psi_d(sol), 16); + psi_q = vpa(psi_q(sol), 16); + psi_fd = vpa(psi_fd(sol), 16); + psi_1d = vpa(psi_1d(sol), 16); + psi_gq = vpa(psi_gq(sol), 16); + psi_kq = vpa(psi_kq(sol), 16); + theta = vpa(theta(sol), 16); + T_m = vpa(T_m(sol), 16); + V_f = vpa(V_f(sol), 16); + R_f = vpa(R_f(sol), 16); + E_fd = vpa(E_fd(sol), 16); + V_ref = vpa(V_ref(sol), 16); + Px_1 = 0; + Px_2 = 0; + Px_3 = 0; + T_0 = T_m; + w_ref = wb; + + v_d = eval(v_d); + v_q = eval(v_q); + + % Set equilibrium + x_e = eval([psi_d; psi_q; psi_fd; psi_1d; psi_gq; psi_kq; w; theta; T_m; V_f; R_f; E_fd; Px_1; Px_2; Px_3]); + u_e = eval([v_d; v_q; T_0; w_ref; V_ref]); + xi = xi; + end + + % State space model + function [Output] = StateSpaceEqu(obj,x,u,CallFlag) + + % Get parameters in pu + x_d = obj.Para(1); % + x_dd = obj.Para(2); % X_dd represents Xd' + x_ddd = obj.Para(3); % + x_q = obj.Para(4); % + x_qd = obj.Para(5); % X_qd represents Xq' + x_qdd = obj.Para(6); % + x_l = obj.Para(7); % or x_2, x_ls in some practical cases + R_a = obj.Para(8); % + T_dd = obj.Para(9); % T_dd represents Td' + T_ddd = obj.Para(10); % + T_qd = obj.Para(11); % T_qd represents Tq' + T_qdd = obj.Para(12); % + H = obj.Para(13); % Inertial constant + S_A = obj.Para(14); % Saturation parameters + S_B = obj.Para(15); + S_N = obj.Para(16); + D = obj.Para(17); % Damp constant + SpeedPara = obj.Para(18); % simplified governor parameters + K_A = obj.Para(19); % simplified exciter parameters + EnableSaturation = obj.Para(20); % Saturation setting + wb = obj.Para(21); + + T_speed = 0.01; % Time constant of governer + + T_E = 0.314; % Time constant of exciter + T_A = 0.02; % Time constant of AV + T_F = 0.35; % Time constant of Feedback + K_E = 1.0; % Exciter Gain + K_F = 0.063; % Feedback Gain + + T_1 = 0.5; % Phase 1 + T_2 = 0.05; % Phase Compensator 1 + T_3 = 0.5; % Phase 2 + T_4 = 0.05; % Phase Compensator 2 + T_w = 10; % Washout + K_s = 2; % PSS Gain +% +% if obj.Timer>5 +% % Get parameters in pu +% x_d = 0.2; % +% x_dd = 0.033; % X_dd represents Xd' +% x_ddd = 0.023; % +% x_q = 0.19; % +% x_qd = 0.061; % X_qd represents Xq' +% x_qdd = 0.051; % +% x_l = 0.022; % or x_2, x_ls in some practical cases +% H=0.5; +% end + + % Calculated parameters + xd_diff = x_d - x_dd; + xdd_diff = x_dd - x_ddd; + xdl_diff = x_dd-x_l; + xddl_diff = x_ddd-x_l; + + xq_diff = x_q - x_qd; + xqd_diff = x_qd - x_qdd; + xql_diff = x_qd - x_l; + xqql_diff = x_qdd - x_l; + + xd_frac = xdd_diff/xdl_diff^2; + xq_frac = xqd_diff/xql_diff^2; + + % Get state + psi_d = x(1); + psi_q = x(2); + psi_fd = x(3); + psi_1d = x(4); + psi_gq = x(5); + psi_kq = x(6); + w = x(7); + theta = x(8); + T_m = x(9); + V_f = x(10); + R_f = x(11); + E_fd = x(12); + Px_1 = x(13); + Px_2 = x(14); + Px_3 = x(15); + + % Get input + v_d = u(1); + v_q = u(2); + T_0 = u(3); + w_ref = u(4); + V_ref = u(5); + + % saturation setting + V_f_limit_H = 6; + V_f_limit_L = -6; + +% if obj.Timer>10 +% V_ref =V_ref+0.05; +% T_0 = T_0+0.05; +% w_ref = w_ref+10; +% end +% + % Dynamic equations + % dx/dt = f(x,u) + % y = g(x,u) + if CallFlag == 1 + % ### Call dynamic equation: dx/dt = f(x,u) + i_d = -(1/x_ddd)*(psi_d +... + -psi_1d*(xdd_diff/xdl_diff) +... + -psi_fd*(xddl_diff/xdl_diff)); + i_q = -(1/x_qdd)*(psi_q -... + -psi_kq*(xqd_diff/xql_diff) +... + psi_gq*(xqql_diff/xql_diff)); + + dpsi_d = -wb*(-v_d - (w/wb)*psi_q - R_a*i_d); % state1 + dpsi_q = -wb*(-v_q + (w/wb)*psi_d - R_a*i_q); % state2 + dpsi_fd = (1/T_dd)*(E_fd - psi_fd... + -xd_diff*(i_d-... + xd_frac*... + (psi_1d + xdl_diff*i_d - psi_fd))); % state3 + dpsi_1d = (1/T_ddd)*(psi_fd - psi_1d - xdl_diff*i_d); % state4 + dpsi_gq = (1/T_qd)*(-psi_gq +... + xq_diff*(i_q-... + xq_frac*... + (psi_kq + xql_diff*i_q+psi_gq))); % state5 + dpsi_kq = (1/T_qdd)*(-psi_gq - psi_kq - xql_diff*i_q); % state6 + + T_e = psi_d*i_q - psi_q*i_d; + dw = (wb/(2*H))*(T_m - T_e - D*w); % state7 + dtheta = w; % state8 + + U_mag = abs(-(R_a*i_d+(w/wb)*psi_q)+... + (-R_a*i_q+(w/wb)*psi_d)*1i); + + if 0 % simplifed governer and exciter with 1 order + % T_0 comes from the prime motor + dT_m = (1/T_speed)*(T_0 + (SpeedPara*(w_ref - w)/wb) - T_m); % state9 + dV_f = (1/T_A)*(K_A*(V_ref - U_mag + K_s*Px_3) - V_f); % state10 + dR_f = 0; + dE_fd = 0; + dPx_1 = 0; + dPx_2 = 0; + dPx_3 = 0; + + if 1 % exciter saturation can be considered + V_f = min(V_f,V_f_limit_H); + V_f = max(V_f,V_f_limit_L); + end + end + + if 0 % other possible governer and exciter + dT_m = (1/T_speed)*(T_0 + (SpeedPara*(w_ref - w)/wb) - T_m); + dV_f = (1/T_A)*(K_A*(V_ref - U_mag + K_s*Px_3) - V_f + K_A*R_f - E_fd*(K_A*K_F/T_F)); + dR_f = (1/T_F)*(-R_f + E_fd*(K_F/T_F)); + dE_fd = (1/T_E)*(V_f - E_fd*K_E); + dPx_1 = 0; + dPx_2 = 0; + dPx_3 = 0; + + if 1 % exciter saturation can be considered + V_f = min(V_f,V_f_limit_H); + V_f = max(V_f,V_f_limit_L); + end + end + + if 1 % governer, and IEEE DC Type1 exciter with \Delta w PSS + dT_m = (1/T_speed)*(T_0 + (SpeedPara*(w_ref - w)/wb) - T_m); + dV_f = (1/T_A)*(K_A*(V_ref - U_mag + K_s*Px_3) - V_f + K_A*R_f - E_fd*(K_A*K_F/T_F)); + dR_f = (1/T_F)*(-R_f + E_fd*(K_F/T_F)); + dE_fd = (1/T_E)*(V_f - E_fd*K_E); + dPx_1 = (-1/T_w)*Px_1 + (1/T_w)*(w - wb); + dPx_2 = (-1/T_1)*Px_2 + (1/T_1)*(Px_1 + T_2*dPx_1); + dPx_3 = (-1/T_3)*Px_3 + (1/T_3)*(Px_2 + T_4*dPx_2); + + if 1 % exciter saturation can be considered + V_f = min(V_f,V_f_limit_H); + V_f = max(V_f,V_f_limit_L); + end + + end + + % Flux saturation considered + if EnableSaturation + % pass + end + + f_xu = [dpsi_d; dpsi_q; dpsi_fd; dpsi_1d; dpsi_gq; dpsi_kq;... + dw; dtheta; dT_m; dV_f; dR_f; dE_fd; dPx_1; dPx_2; dPx_3]; + Output = f_xu; + + elseif CallFlag == 2 + % ### Call output equation: y = g(x,u) + % Just be careful that the input and output must coincide + % with the signal sequence as well as the ports in simulink model. + + i_d = -(1/x_ddd)*(psi_d +... + -psi_1d*(xdd_diff/xdl_diff) +... + -psi_fd*(xddl_diff/xdl_diff)); + i_q = -(1/x_qdd)*(psi_q -... + -psi_kq*(xqd_diff/xql_diff) +... + psi_gq*(xqql_diff/xql_diff)); + T_e = psi_d*i_q - psi_q*i_d; + U_mag = abs(-(R_a*i_d+(w/wb)*psi_q)+... + (-R_a*i_q+(w/wb)*psi_d)*1i); + + g_xu = [-i_d; -i_q; w; theta-pi/2; T_e; U_mag; psi_d; psi_q; psi_fd; psi_1d; psi_gq; psi_kq]; + Output = g_xu; + + end + end + + end +end diff --git a/+SimplusGT/+Class/mymodel_v1.slx.autosave b/+SimplusGT/+Class/mymodel_v1.slx.autosave new file mode 100644 index 0000000000000000000000000000000000000000..72b01a5a134f85aed986a7e102ebc0d99bfc13ad GIT binary patch literal 41659 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Object)'],FullName_Apparatus{i}); case 009 Name_Apparatus{i} = ['Inf-Bus' num2str(Bus)]; FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; diff --git a/+SimplusGT/+Simulink/mymodel_v1.slx.autosave b/+SimplusGT/+Simulink/mymodel_v1.slx.autosave new file mode 100644 index 0000000000000000000000000000000000000000..475ba256c2cd13e8ec87483e6a9fd41e00fa90ce GIT binary patch literal 41783 zcma&OQ;==l(k)uHZQHI|W!tuGYn5%=t8Cl0ZQJ&$y0!mv&yKyn6LHUd=rdx@r#V2jVQ=E3L+5T| z-IP3GyTO1U^6~{0u+f{JAcBaJ(h!DBkU4C=37?ig9L}IeaJI7JhSE{4uu_^xA!T^I z=@g13k=RkiY8}mJaYN;!la%!*QP*Nc`Ez97!D~Wed=~}drgoo8I%`WtEOCfV-*E9t zacCoJK#efLdQOnai(f2xT?{%srVbJC5D5!~-Q-O~{D!HWdpa9DHwGhfvNj}n?9xZ? ze3KfE5QCObiLK7{oPOu7uOZA_m$ht(P$%B6A(Xc5(k$O{f8P;8qXip3wM=}yI?8pT zpUTN_Bm1R##@Sne+Dpy#j5tQ9&~g$B{_F(dfxY&Sh{jYtPQba}qlS7r;+uJi(ZdID z)s`1?OYi&$^F5_+z)LJJ?sjbH>z+eQ1|MRv2D=Nd$yS#km*kZev8xaV<#nb`?vD`c zx-bN-#U%365Ee;JXs%_bxclRdrO9p1^9lE>IxESOz}e-& zciZnRgu~q7i6d!X9-iMh9doj8GMu^<;qHI?q{Vsw+}uf4I|g 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((ApparatusType{i} >= 20) && (ApparatusType{i} <= 29)) vbus(l) = i; l = l+1; elseif ((ApparatusType{i} >= 10) && (ApparatusType{i} <= 19)) diff --git a/+SimplusGT/+Toolbox/Main.m b/+SimplusGT/+Toolbox/Main.m index b11ca344..1a1ba4ff 100644 --- a/+SimplusGT/+Toolbox/Main.m +++ b/+SimplusGT/+Toolbox/Main.m @@ -289,32 +289,32 @@ % % Only support ac system analysis at this stage. % -fprintf('\n') -fprintf('==================================\n') -fprintf('Grid Strength Analysis\n') -fprintf('==================================\n') -if isempty(FlagDcArea) - fprintf('Plot grid strength.\n') - FigN = 300; - PlotGridStrength(ApparatusType,ListLineNew,FigN); -else - fprintf('Warning: The plot of grid strength is disabled.\n') -end +% fprintf('\n') +% fprintf('==================================\n') +% fprintf('Grid Strength Analysis\n') +% fprintf('==================================\n') +% if isempty(FlagDcArea) +% fprintf('Plot grid strength.\n') +% FigN = 300; +% PlotGridStrength(ApparatusType,ListLineNew,FigN); +% else +% fprintf('Warning: The plot of grid strength is disabled.\n') +% end %% % ================================================== % Synchronization analysis % ================================================== -fprintf('\n') -fprintf('==================================\n') -fprintf('Synchronization Analysis\n') -fprintf('==================================\n') -EnableSynchronisationAnalysis = 0; -if EnableSynchronisationAnalysis - SimplusGT.Synchron.MainSynchron(); -else - fprintf('Warning: The synchronisation analysis is disabled.\n') -end +% fprintf('\n') +% fprintf('==================================\n') +% fprintf('Synchronization Analysis\n') +% fprintf('==================================\n') +% EnableSynchronisationAnalysis = 0; +% if EnableSynchronisationAnalysis +% SimplusGT.Synchron.MainSynchron(); +% else +% fprintf('Warning: The synchronisation analysis is disabled.\n') +% end %% % ================================================== @@ -445,28 +445,28 @@ function PlotAdmittanceSpectrum(NumBus,ApparatusBus,ApparatusType,GsysSs,PortBus % % Author(s): Yitong Li -function PlotGridStrength(ApparatusType,ListLine,FigN) - - figure(FigN); - - [Ydiag,Ybus] = SimplusGT.Toolbox.BusStrength(ApparatusType,ListLine); - [~,~,GraphFigure] = SimplusGT.Toolbox.PlotLayoutGraph(Ybus); - [vbus,ibus,fbus] = SimplusGT.Toolbox.BusTypeVIF(ApparatusType); - - highlight(GraphFigure,vbus,'NodeColor','green'); - highlight(GraphFigure,ibus,'NodeColor','red'); - highlight(GraphFigure,fbus,'NodeColor',[0.7,0.7,0.7]); % gray - - x = GraphFigure.XData'; - y = GraphFigure.YData'; - z = log10(abs(Ydiag))'; - - SimplusGT.Toolbox.PlotHeatMap(x,y,z); - uistack(GraphFigure,'top'); - - h = colorbar; - h.Label.String = "log_{10}(Bus Admittance)"; - - title('Grid Strength') +% function PlotGridStrength(ApparatusType,ListLine,FigN) +% +% figure(FigN); +% +% [Ydiag,Ybus] = SimplusGT.Toolbox.BusStrength(ApparatusType,ListLine); +% [~,~,GraphFigure] = SimplusGT.Toolbox.PlotLayoutGraph(Ybus); +% [vbus,ibus,fbus] = SimplusGT.Toolbox.BusTypeVIF(ApparatusType); -end +% highlight(GraphFigure,vbus,'NodeColor','green'); +% highlight(GraphFigure,ibus,'NodeColor','red'); +% highlight(GraphFigure,fbus,'NodeColor',[0.7,0.7,0.7]); % gray +% +% x = GraphFigure.XData'; +% y = GraphFigure.YData'; +% z = log10(abs(Ydiag))'; +% +% SimplusGT.Toolbox.PlotHeatMap(x,y,z); +% uistack(GraphFigure,'top'); +% +% h = colorbar; +% h.Label.String = "log_{10}(Bus Admittance)"; +% +% title('Grid Strength') +% +% end diff --git a/+SimplusGT/+Toolbox/RearrangeListApparatus.m b/+SimplusGT/+Toolbox/RearrangeListApparatus.m index 2c38e788..24e48a16 100644 --- a/+SimplusGT/+Toolbox/RearrangeListApparatus.m +++ b/+SimplusGT/+Toolbox/RearrangeListApparatus.m @@ -104,7 +104,7 @@ end % Error check -if (ColumnMax_Apparatus>12) +if (ColumnMax_Apparatus>25) error(['Error: Apparatus data overflow.']); end @@ -158,6 +158,42 @@ Para0020.fidq =600; % current control bandwidth Para0020.w0 = W0; +% ====================================== +% Detailed Synchronous generator +% ====================================== +Para0030.x_d = 1.50; +Para0030.x_dd = 0.50; % X_dd represents Xd' +Para0030.x_ddd = 0.32; +Para0030.x_q = 1.00; +Para0030.x_qd = 1.00; % X_qd represents Xq' +Para0030.x_qdd = 0.45; +Para0030.x_l = 0.20; % or x_2, x_ls in some practical cases +Para0030.R_a = 0.02; + +Para0030.T_dd = 9.00; % T_dd represents Td' +Para0030.T_ddd = 0.05; +Para0030.T_qd = 2.00; +Para0030.T_qdd = 0.09; + +Para0030.H = 2.1028; % Inertial constant + +Para0030.SaturationA = 1; +Para0030.SaturationB = 0.1030; +Para0030.SaturationN = 10.6599; + +Para0030.D = 0.02056; % Damp constant +Para0030.SpeedPara = 200; % simplified governor parameters +Para0030.K_A = 20; % exciter parameters + +Para0030.EnableSaturation = 0; % Saturation setting +Para0030.wb = W0; + +% ====================================== +% Doubly-fed Induction Generator +% ====================================== + +% Para0060. + % ====================================== % Ac infinite bus (short-circuit in small-signal) % ====================================== @@ -224,7 +260,7 @@ case 2 ParaCell{i} = Para0020; % Grid-forming inverter case 3 - % Yue's Full-Order Machine + ParaCell{i} = Para0030; % Detailed synchronous machine case 9 ParaCell{i} = Para0090; % Ac inifnite bus case 10 diff --git a/.gitignore b/.gitignore index 08635c64..645f88ed 100644 --- a/.gitignore +++ b/.gitignore @@ -1,3 +1,9 @@ /Library/SimplexPS.slx /Library/SimplusPS.slx -/Library/SimplusGT.slx \ No newline at end of file +/Library/SimplusGT.slx +/slprj +/+SimplusGT/+Simulink/slprj +/+SimplusGT/+Class/slprj +/Examples/AcPowerSystem/SingleApparatusInfiniteBus/slprj +/Examples/AcPowerSystem/IEEE_14Bus/slprj +/Library/slprj diff --git a/Examples/AcPowerSystem/IEEE_14Bus/precious.slxc 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b/Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgInfiniteBus.json @@ -21,7 +21,7 @@ "PowerFlowAlgorithm": 1, "EnableCreateSimulinkModel": 1, "EnablePlotPole": 1, - "EnablePlotAdmittance": 1, + "EnablePlotAdmittance": 0, "EnablePrintOutput": 1 } @@ -73,8 +73,8 @@ "FromBus": 1, "ToBus": 2, - "R": 0, - "wL": 0.65, + "R": 0.02, + "wL": 0.00, "wC": 0, "G": 0, "TurnsRatio": 1 @@ -106,15 +106,31 @@ { "BusNo": 2, - "Type": 0, + "Type": 30, "Para": { - "J": 3.5, - "D": 10, - "wL": 0.3, - "R": 0.003, - "w0": 376.99111843077515 + "x_d": 1.5, + "x_dd": 0.5, + "x_ddd": 0.32, + "x_q": 1, + "x_qd": 1, + "x_qdd": 0.45, + "x_l": 0.2, + "R_a": 0.02, + "T_dd": 9, + "T_ddd": 0.05, + "T_qd": 2, + "T_qdd": 0.09, + "H": 2.1028, + "SaturationA": 1, + "SaturationB": 0.103, + "SaturationN": 10.6599, + "D": 0.02056, + "SpeedPara": 200, + "K_A": 20, + "EnableSaturation": 0, + "wb": 376.99111843077515 } diff --git a/Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgInfiniteBus.xlsx 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index e8710a48..a554bbfa 100644 --- a/UserMain.m +++ b/UserMain.m @@ -9,14 +9,15 @@ clear all; clc; close all; %% User data -UserDataName = 'UserData'; % Default 4-bus system +% UserDataName = 'UserData'; % Default 4-bus system % Example power systems in "Examples" folder: % % Ac power system examples: -% UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus +UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus % UserDataName = 'GflInverterInfiniteBus'; % Single grid-following inverter and infinite bus % UserDataName = 'GfmInverterInfiniteBus'; % Single grid-forming inverter and infinite bus +% UserDataName = 'Kundar_TwoAreaSystem'; % UserDataName = 'IEEE_14Bus'; % UserDataName = 'IEEE_30Bus'; % UserDataName = 'IEEE_57Bus'; @@ -39,7 +40,7 @@ %% Set user data type % If user data is in excel format, please set 1. 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.../AcPowerSystem/IEEE_14Bus/IEEE_14Bus.xlsx | Bin 29451 -> 16181 bytes .../IEEE_14BusFullOrder/IEEE_14Bus.json | 280 ++++++ .../IEEE_14BusFullOrder/IEEE_14Bus.xlsx | Bin 0 -> 29451 bytes .../IEEE_14BusFullOrder.xlsx | Bin 0 -> 16202 bytes .../IEEE_14Bus_Layout_Illinois.png | Bin 0 -> 103639 bytes .../IEEE_14Bus_Layout_Washington.tif | Bin 0 -> 186966 bytes .../IEEE_14BusFullOrder/precious.slxc | Bin 0 -> 5284 bytes .../slprj/_cgxe/precious/precious_Cache.mat | Bin 0 -> 1972 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.l | Bin 0 -> 174452 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.mat | Bin 0 -> 1211 bytes .../slprj/_jitprj/jitEngineAccessInfo.mat | Bin 0 -> 745 bytes .../sim/varcache/precious/checksumOfCache.mat | Bin 0 -> 392 bytes .../precious/tmwinternal/simulink_cache.xml | 6 + .../slprj/sim/varcache/precious/varInfo.mat | Bin 0 -> 4240 bytes .../IEEE_14BusFullOrder/~$IEEE_14Bus.xlsx | Bin 0 -> 165 bytes UserMain.m | 7 +- 18 files changed, 1134 insertions(+), 181 deletions(-) create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/IEEE_14Bus.json create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/IEEE_14Bus.xlsx create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/IEEE_14BusFullOrder.xlsx create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/IEEE_14Bus_Layout_Illinois.png create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/IEEE_14Bus_Layout_Washington.tif create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/precious.slxc create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/_cgxe/precious/precious_Cache.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.l create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/_jitprj/jitEngineAccessInfo.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/sim/varcache/precious/checksumOfCache.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/sim/varcache/precious/tmwinternal/simulink_cache.xml create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/slprj/sim/varcache/precious/varInfo.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/~$IEEE_14Bus.xlsx diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.m b/+SimplusGT/+Class/DoublyFedInductionGenerator.m index 6fd9632d..0a145016 100644 --- a/+SimplusGT/+Class/DoublyFedInductionGenerator.m +++ b/+SimplusGT/+Class/DoublyFedInductionGenerator.m @@ -4,9 +4,15 @@ %% Notes % -% This is just a template. For practical examples, please see -% "Inductor.m", which is a single-phase inductor, and see -% "SynchronousMachine.m", which is a three-phase synchronous machine. +% This model is in SI, not p.u. +% In load convention +% The wind d +% Some of outer PI controller is omitted +% +% +% +% +% %% Class @@ -34,14 +40,14 @@ % The dimensions of x, u, y must be coinsistent in following three % functions: SignalList, Equilibrium, and StateSpaceEqu. function [State,Input,Output] = SignalList(obj) - State = {'w_m',... - 'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... + State = {'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... 'Phi_ra', 'Phi_rb', 'Phi_rc',... % RSC control 'igd', 'igq',... 'Phi_ga', 'Phi_gb', 'Phi_gc',... % GSC control 'V_dc',... 'Phipllr', 'theta_pllr',... - 'Phipllg', 'theta_pllg'}; % x, state + 'Phipllg', 'theta_pllg',... + 'w_m', 'Turbine_w', 'shaft_w'}; % x, state Input = {'u_d', 'u_q', 'wm_ref', 'Vdc_ref'}; % u, input Output = {'i_d', 'i_q', 'w_m', 'V_dc', 'T_e'}; % y, output end @@ -59,22 +65,54 @@ w = obj.PowerFlow(5); % Get parameters - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); - obj.Para(1); + + % Base Value + Ps = ; + Vs = ; + Is = ; + + + % Induction Motor - 9 + J = obj.Para(1); + p = obj.Para(1); + Rs = obj.Para(1); + Rr = obj.Para(1); + Lm = obj.Para(1); + Ls = obj.Para(1); + Lr = obj.Para(1); + Lsi = obj.Para(1); + Lri = obj.Para(1); + % AC Filter + Lg = obj.Para(1); + Rg = obj.Para(1); + % DC Capacitor + Cbus = obj.Para(1); + % PLL - 4 + rPLLp = obj.Para(1); + rPLLi = obj.Para(1); + gPLLp = obj.Para(1); + gPLLi = obj.Para(1); + % RSC - 6 + KPn = obj.Para(1); + KIn = obj.Para(1); + KPd = obj.Para(1); + KId = obj.Para(1); + KPq = obj.Para(1); + KIq = obj.Para(1); + % GSC - 6 + KP_V = obj.Para(1); + KI_V = obj.Para(1); + KPdg = obj.Para(1); + KIdg = obj.Para(1); + KPqg = obj.Para(1); + KIqg = obj.Para(1); + % Wind Turbine + Ksh = ; + D_mutual = ; + H_WT = ; + + + % Calculated parameters @@ -115,25 +153,38 @@ KP_V = 10*0.01; KI_V = 110*0.0001; + % Saturation and limit + pitch_max = 27; + pitch_rate = 10; + % Get state - w_m = x(1); - Psi_ds = x(2); - Psi_qs = x(3); - Psi_dr = x(4); - Psi_qr = x(5); - Phi_ra = x(6); - Phi_rc = x(7); - Phi_rb = x(8); - i_gd = x(9); - i_gq = x(10); - Phi_ga = x(11); - Phi_gc = x(12); - Phi_gb = x(13); - Vdc = x(14); - Px_3 = x(15); + Psi_ds = x(1); + Psi_qs = x(2); + Psi_dr = x(3); + Psi_qr = x(4); + Phi_ra = x(5); + Phi_rc = x(6); + Phi_rb = x(7); + i_gd = x(8); + i_gq = x(9); + Phi_ga = x(10); + Phi_gc = x(11); + Phi_gb = x(12); + Vdc = x(13); + Phipllr = x(14); + theta_pllr = x(15); + Phipllg = x(16); + theta_pllg = x(17); + w_m = x(18); + Turbine_w = x(19); + shaft_w = x(20); + + % Get input - u(1); + u_d = u(1); + u_q = u(2); + % State space equations % dx/dt = f(x,u) @@ -141,64 +192,89 @@ if CallFlag == 1 % ### Call state equation: dx/dt = f(x,u) + DQdq_Rotation = [cos(u(3)) -sin(u(3)); sin(u(3)) cos(u(3))]; + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); I = Psi2I*[Psids;Psidr;Psiqs;Psiqr]; Ird = I(1); Isd = I(2); Irq = I(3); Isq = I(4); Ptot = usq*Isq + usd*Isd + urq*Irq + urd*Ird; % output1 - Te = p*Lm*(Ird*Isq - Isd*Irq); % output2 + Te = p*Lm*(Ird*Isq - Isd*Irq); % output2 - dw_m = (p/J)*(T_e-T_L); % state1 + % Induction w_r = w_g - w_m; - dPsi_ds = u_sd - Rs*Isd + w_g*Psi_qs; % state2 - dPsi_qs = u_sq - Rs*Isq - w_g*Psi_ds; % state3 - dPsi_dr = u_rd - Rr*Ird + w_r*Psi_qr; % state4 - dPsi_qr = u_rq - Rr*Irq - w_r*Psi_dr; % state5 + dPsi_ds = u_sd - Rs*Isd + w_g*Psi_qs; % state1 + dPsi_qs = u_sq - Rs*Isq - w_g*Psi_ds; % state2 + dPsi_dr = u_rd - Rr*Ird + w_r*Psi_qr; % state3 + dPsi_qr = u_rq - Rr*Irq - w_r*Psi_dr; % state4 alpha1 = -Lm/Ls; alpha2 = Lr + Lm*alpha1; PHI = sqrt(2/3)*sqrt(Psids^2 + Psiqs^2); compensatord = wr*Irq*(-alpha2); compensatorq = wr*PHI*alpha1 + wr*Ird*alpha2; - - dPhi_ra = KId*(Ird_ref - I_rd); % state6 + + % RSC + dPhi_ra = KId*(Ird_ref - I_rd); % state5 u_rd = KPd*(Ird_ref - Ird) + Phi_ra + compensatord; - dPhi_rc = KIn*(wm_ref - w_m); % state7 + dPhi_rc = KIn*(wm_ref - w_m); % state6 Irq_ref = (-1)*(KPn*(wm_ref - w_m) + Phi_rc); - dPhi_rb = KIq*(Irq_ref - I_rq); % state8 + dPhi_rb = KIq*(Irq_ref - I_rq); % state7 u_rq = KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq; - di_gd = (1/Lg)*(u_gd - Rg*i_gd - vrefd + Lg*w_g*i_gq); % state9 - di_gq = (1/Lg)*(u_gq - Rg*i_gq - vrefq - Lg*w_g*i_gd); % state10 + % AC Filter + di_gd = (1/Lg)*(u_gd - Rg*i_gd - vrefd + Lg*w_g*i_gq); % state8 + di_gq = (1/Lg)*(u_gq - Rg*i_gq - vrefq - Lg*w_g*i_gd); % state9 + % GSC compensatorgd = ugd + w_g*Lg*igq; compensatorgq = ugq - w_g*Lg*igd; - dPhi_ga = KIqg*(Igq_ref - i_gq); % state11 + dPhi_ga = KIqg*(Igq_ref - i_gq); % state10 vrefq = compensatorgq - (KPqg*(Igq_ref - i_gq)+ Phi_ga); - dPhi_gc = KI_V*(Vdc_ref - V_dc); % state12 + dPhi_gc = KI_V*(Vdc_ref - V_dc); % state11 Igd_ref = KP_V*(Vdc_ref - V_dc) + Phi_gc; - dPhi_gb = KIdg*(Igd_ref - igd); % state13 + dPhi_gb = KIdg*(Igd_ref - igd); % state12 vrefd = compensatorgd - (KPdg*(Igd_ref - i_gd)+ Phi_gb); + % DC Capacitor Prsc = u_rd*I_rd + u_rq*Irq; Pgsc = u_gd*i_gd + u_gq*i_gq; - dVdc = (1/(C_bus*V_dc))*(P_gsc-P_rsc); % state14 + dVdc = (1/(C_bus*V_dc))*(P_gsc-P_rsc); % state13 - dPhiplla = ki_pll*(u_sd-usd_ref); % state15 - dtheta_pll = Phiplla + kp_pll*(u_sd-usd_ref); % state16 + % PLL + dPhipllr = ki_pll*(u_sd - usd_ref); % state14 + dtheta_pllr = Phipllr + kp_pll*(u_sd-usd_ref); % state15 - f_xu = []; + dPhipllg = gPLLi*(u_gq - ugq_ref) % state16 + dtheta_pllg = Phipllg + gPLLp*(u_gq - ugq_ref); % state17 + + % Wind Turbine + T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - (1/Dw_g)*w_m); + T_wt = ()/(); + Pitch = 200*((1/Dw_g)*w_m-1.2); + if 1 + pass + end + dw_m = (p/J)*(T_e-T_L); % state18 + dTurbine_w = (1/(2*H_WT))*(T_wt - T_shaft); % state19 + dshaft_w = wbase*(Turbine_w - (1/Dw_g)*w_m); % state20 + + + f_xu = [dPsi_ds; dPsi_qs; dPsi_dr; dPsi_qr; dPhi_ra; dPhi_rc; dPhi_rb; ... + di_gd; di_gq; dPhi_ga; dPhi_gc; dPhi_gb; dVdc; dPhipllr; dtheta_pllr; ... + dPhipllg; dtheta_pllg; dw_m; dTurbine_w; dshaft_w]; Output = f_xu; + elseif CallFlag == 2 % ### Call output equation: y = g(x,u) % Just be careful that the input and output must coincide % with the signal sequence as well as the ports in simulink model. - g_xu = []; + g_xu = [i_d, i_q]; Output = g_xu; end end diff --git a/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json b/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json index 3d9246c7..c64a88f8 100644 --- a/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json +++ b/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json @@ -1,280 +1,870 @@ { -"Basic": -{ -"Fs":30000,"Fbase":60,"Sbase":1,"Vbase":1 -} -,"Advance": -{ -"DiscretizationMethod":2,"LinearizationTimes":1,"DiscretizationDampingFlag":1,"DirectFeedthrough":0,"PowerFlowAlgorithm":2,"EnableCreateSimulinkModel":1,"EnablePlotPole":1,"EnablePlotAdmittance":1,"EnablePrintOutput":1 -} -,"Bus": -[ + "Basic": { -"BusNo":1,"BusType":1,"Voltage":1.06,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":2,"BusType":2,"Voltage":1.045,"Theta":0,"PGi":0.4,"QGi":0.424,"PLi":0.217,"QLi":0.127,"Qmin":-0.4,"Qmax":0.5,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":3,"BusType":2,"Voltage":1.01,"Theta":0,"PGi":0,"QGi":0.23399999999999999,"PLi":0.94200000000000006,"QLi":0.19,"Qmin":0,"Qmax":0.4,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":4,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.478,"QLi":-0.039,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":5,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.076,"QLi":0.016,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":6,"BusType":2,"Voltage":1.07,"Theta":0,"PGi":0,"QGi":0.122,"PLi":0.11199999999999999,"QLi":0.075,"Qmin":-0.06,"Qmax":0.24,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":7,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":8,"BusType":2,"Voltage":1.09,"Theta":0,"PGi":0,"QGi":0.174,"PLi":0,"QLi":0,"Qmin":-0.06,"Qmax":0.24,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":9,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.295,"QLi":0.166,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":10,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.09,"QLi":0.057999999999999996,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":11,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.035,"QLi":0.018000000000000002,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":12,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.061,"QLi":0.016,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "Fs": 30000, + "Fbase": 60, + "Sbase": 1, + "Vbase": 1 + } , + "Advance": { -"BusNo":13,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.135,"QLi":0.057999999999999996,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "DiscretizationMethod": 2, + "LinearizationTimes": 1, + "DiscretizationDampingFlag": 1, + "DirectFeedthrough": 0, + "PowerFlowAlgorithm": 2, + "EnableCreateSimulinkModel": 1, + "EnablePlotPole": 1, + "EnablePlotAdmittance": 1, + "EnablePrintOutput": 1 + } , -{ -"BusNo":14,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.149,"QLi":0.05,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} + "Bus": +[ + +{ + + "BusNo": 1, + "BusType": 1, + "Voltage": 1.06, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 2, + "BusType": 2, + "Voltage": 1.045, + "Theta": 0, + "PGi": 0.4, + "QGi": 0.424, + "PLi": 0.217, + "QLi": 0.127, + "Qmin": -0.4, + "Qmax": 0.5, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 3, + "BusType": 2, + "Voltage": 1.01, + "Theta": 0, + "PGi": 0, + "QGi": 0.234, + "PLi": 0.942, + "QLi": 0.19, + "Qmin": 0, + "Qmax": 0.4, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 4, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.478, + "QLi": -0.039, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 5, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.076, + "QLi": 0.016, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 6, + "BusType": 2, + "Voltage": 1.07, + "Theta": 0, + "PGi": 0, + "QGi": 0.122, + "PLi": 0.112, + "QLi": 0.075, + "Qmin": -0.06, + "Qmax": 0.24, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 7, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 8, + "BusType": 2, + "Voltage": 1.09, + "Theta": 0, + "PGi": 0, + "QGi": 0.174, + "PLi": 0, + "QLi": 0, + "Qmin": -0.06, + "Qmax": 0.24, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 9, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.295, + "QLi": 0.166, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 10, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.09, + "QLi": 0.058, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 11, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.035, + "QLi": 0.018, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 12, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.061, + "QLi": 0.016, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 13, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.135, + "QLi": 0.058, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 14, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.149, + "QLi": 0.05, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} + + ] -,"NetworkLine": +, + "NetworkLine": [ ] -,"NetworkLineIEEE": +, + "NetworkLineIEEE": [ + { -"FromBus":1,"ToBus":2,"R":0.01938,"X":0.05917,"B":0.0528,"G":0,"TurnsRatio":1 + + "FromBus": 1, + "ToBus": 2, + "R": 0.01938, + "X": 0.05917, + "B": 0.0528, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":1,"ToBus":5,"R":0.05403,"X":0.22304,"B":0.0492,"G":0,"TurnsRatio":1 + + "FromBus": 1, + "ToBus": 5, + "R": 0.05403, + "X": 0.22304, + "B": 0.0492, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":3,"R":0.04699,"X":0.19797,"B":0.0438,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 3, + "R": 0.04699, + "X": 0.19797, + "B": 0.0438, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":4,"R":0.05811,"X":0.17632,"B":0.034,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 4, + "R": 0.05811, + "X": 0.17632, + "B": 0.034, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":5,"R":0.05695,"X":0.17388,"B":0.0346,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 5, + "R": 0.05695, + "X": 0.17388, + "B": 0.0346, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":3,"ToBus":4,"R":0.06701,"X":0.17103,"B":0.0128,"G":0,"TurnsRatio":1 + + "FromBus": 3, + "ToBus": 4, + "R": 0.06701, + "X": 0.17103, + "B": 0.0128, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":4,"ToBus":5,"R":0.01335,"X":0.04211,"B":0,"G":0,"TurnsRatio":1 + + "FromBus": 4, + "ToBus": 5, + "R": 0.01335, + "X": 0.04211, + "B": 0, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":4,"ToBus":7,"R":0,"X":0.20912,"B":0,"G":0,"TurnsRatio":0.978 + + "FromBus": 4, + "ToBus": 7, + "R": 0, + "X": 0.20912, + "B": 0, + "G": 0, + "TurnsRatio": 0.978 + } , + { 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a/UserMain.m b/UserMain.m index a554bbfa..a9c11ba8 100644 --- a/UserMain.m +++ b/UserMain.m @@ -14,11 +14,12 @@ % Example power systems in "Examples" folder: % % Ac power system examples: -UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus +% UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus % UserDataName = 'GflInverterInfiniteBus'; % Single grid-following inverter and infinite bus % UserDataName = 'GfmInverterInfiniteBus'; % Single grid-forming inverter and infinite bus % UserDataName = 'Kundar_TwoAreaSystem'; -% UserDataName = 'IEEE_14Bus'; +UserDataName = 'IEEE_14Bus'; +% UserDataName = 'IEEE_14BusFullOrder'; % UserDataName = 'IEEE_30Bus'; % UserDataName = 'IEEE_57Bus'; % UserDataName = 'AU14Gen_59Bus'; @@ -40,7 +41,7 @@ %% Set user data type % If user data is in excel format, please set 1. If it is in json format, % please set 0. -UserDataType = 0; +UserDataType = 1; %% Run toolbox SimplusGT.Toolbox.Main(); From 8ddd176f3bf1ab49f72af40bdbb1aa6356a1c5e7 Mon Sep 17 00:00:00 2001 From: Gregory Guo <148469282+gdg1999@users.noreply.github.com> Date: Thu, 17 Oct 2024 23:24:54 +0800 Subject: [PATCH 3/9] temp temp --- .../+Class/DoublyFedInductionGenerator.m | 591 +++++++++---- +SimplusGT/+Class/HighVoltageDirectCurrent.m | 113 --- .../+Class/SynchronousMachineFullOrder.m | 37 +- +SimplusGT/+Simulink/SimAddApparatus.m | 4 + +SimplusGT/+Toolbox/ApparatusModelCreate.m | 19 +- +SimplusGT/+Toolbox/BusTypeVIF.m | 2 +- +SimplusGT/+Toolbox/Main.m | 2 + +SimplusGT/+Toolbox/RearrangeListApparatus.m | 12 +- .../AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json | 830 +++--------------- .../AcPowerSystem/IEEE_14Bus/IEEE_14Bus.xlsx | Bin 16181 -> 29451 bytes .../IEEE_14BusDFIG/IEEE_14Bus.json | 280 ++++++ .../IEEE_14Bus.xlsx | Bin .../IEEE_14BusDFIG/IEEE_14BusFullOrder.xlsx | Bin 0 -> 16202 bytes .../IEEE_14Bus_Layout_Illinois.png | Bin 0 -> 103639 bytes .../IEEE_14Bus_Layout_Washington.tif | Bin 0 -> 186966 bytes .../precious.slxc | Bin .../slprj/_cgxe/precious/precious_Cache.mat | Bin 0 -> 1972 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.l | Bin 0 -> 174452 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.mat | Bin 0 -> 1211 bytes .../slprj/_jitprj/jitEngineAccessInfo.mat | Bin 0 -> 745 bytes .../sim/varcache/precious/checksumOfCache.mat | Bin 0 -> 392 bytes .../precious/tmwinternal/simulink_cache.xml | 6 + .../slprj/sim/varcache/precious/varInfo.mat | Bin 0 -> 4240 bytes .../IEEE_14BusDFIG/~$IEEE_14Bus.xlsx | Bin 0 -> 165 bytes .../DFIGInfiniteBus.json | 132 +++ .../DFIGInfiniteBus.xlsx | Bin 0 -> 13984 bytes .../SgDetailedInfiniteBus.json | 144 +++ .../SgDetailedInfiniteBus.xlsx | Bin 0 -> 14033 bytes .../SgInfiniteBus.json | 34 +- .../SgInfiniteBus.xlsx | Bin 14033 -> 27272 bytes Library/SimplusGT.slx.autosave | Bin 0 -> 2020125 bytes UserMain.m | 6 +- mymodel_v1.slx.autosave | Bin 0 -> 41716 bytes 33 files changed, 1152 insertions(+), 1060 deletions(-) delete mode 100644 +SimplusGT/+Class/HighVoltageDirectCurrent.m create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14Bus.json rename Examples/AcPowerSystem/{IEEE_14BusFullOrder => IEEE_14BusDFIG}/IEEE_14Bus.xlsx (100%) create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14BusFullOrder.xlsx create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14Bus_Layout_Illinois.png create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14Bus_Layout_Washington.tif rename Examples/AcPowerSystem/{IEEE_14BusFullOrder => IEEE_14BusDFIG}/precious.slxc (100%) create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/_cgxe/precious/precious_Cache.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.l create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/_jitprj/jitEngineAccessInfo.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/sim/varcache/precious/checksumOfCache.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/sim/varcache/precious/tmwinternal/simulink_cache.xml create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/slprj/sim/varcache/precious/varInfo.mat create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/~$IEEE_14Bus.xlsx create mode 100644 Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.json create mode 100644 Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.xlsx create mode 100644 Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgDetailedInfiniteBus.json create mode 100644 Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgDetailedInfiniteBus.xlsx create mode 100644 Library/SimplusGT.slx.autosave create mode 100644 mymodel_v1.slx.autosave diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.m b/+SimplusGT/+Class/DoublyFedInductionGenerator.m index 0a145016..a3b0bf31 100644 --- a/+SimplusGT/+Class/DoublyFedInductionGenerator.m +++ b/+SimplusGT/+Class/DoublyFedInductionGenerator.m @@ -5,13 +5,13 @@ %% Notes % % This model is in SI, not p.u. -% In load convention -% The wind d -% Some of outer PI controller is omitted -% -% -% -% +% Asynchrnous Machine is in load convention +% and GSC is in Generator convention +% Control schemes like MPPT and Low voltage protection are neglected +% Outer PI controllers for Q are also neglected +% The rotor quantities are referred to the stator +% The system dynamic is in global steady frame, which is different from +% other apparatus. % %% Class @@ -26,30 +26,25 @@ end methods(Static) - - % Set the strings of state, input, output - % - % These strings are mainly for printing output and searching the - % corresponding ports. - % - % For ac apparatuses, the first two inputs and outputs should be - % {'v_d','v_q'} and {'i_d','i_q'}, and {'w'} should be output. For - % dc apparatuses, the first input and output should be {'v'} and {'i'}. - % No specific requirementFor other inputs, outputs, and states. - % - % The dimensions of x, u, y must be coinsistent in following three - % functions: SignalList, Equilibrium, and StateSpaceEqu. + function [State,Input,Output] = SignalList(obj) - State = {'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... - 'Phi_ra', 'Phi_rb', 'Phi_rc',... % RSC control - 'igd', 'igq',... - 'Phi_ga', 'Phi_gb', 'Phi_gc',... % GSC control + State = {'w_m',... % Induction + 'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... + 'Turbine_w', 'shaft_w'... % Axis + 'Phi_ra', 'Phi_rc','Phi_rb',... % RSC control 'V_dc',... - 'Phipllr', 'theta_pllr',... - 'Phipllg', 'theta_pllg',... - 'w_m', 'Turbine_w', 'shaft_w'}; % x, state - Input = {'u_d', 'u_q', 'wm_ref', 'Vdc_ref'}; % u, input - Output = {'i_d', 'i_q', 'w_m', 'V_dc', 'T_e'}; % y, output + 'i_gd', 'i_gq',... % Filter + 'Phi_ga', 'Phi_gc', 'Phi_gb',... % GSC control + 'Phipllr', 'theta_pllr',... % PLL_RSC + 'Phipllg', 'theta_pllg'}; + Input = {'v_d', 'v_q',... % Global voltage + 'wm_ref', 'Vdc_ref',... + 'Ird_ref', 'Igq_ref'}; + Output = {'i_d', 'i_q',... % Global Current + 'w_m', 'V_dc','T_e',... + 'theta_r', 'theta_g',... + 'u_rd', 'u_rq', 'I_rd', 'I_rq',... + 'vrefd', 'vrefq', 'i_gd', 'i_gq'}; end % Calculate the equilibrium @@ -63,218 +58,426 @@ V = obj.PowerFlow(3); xi = obj.PowerFlow(4); w = obj.PowerFlow(5); - - % Get parameters - + % Base Value - Ps = ; - Vs = ; - Is = ; + f = obj.Para(1); + p = 2; + w_g = 2*pi*f; + Sbase = obj.Para(2); + Vbase = obj.Para(3); + Ibase = Sbase/(sqrt(3)*Vbase); + wbase = w_g; + Zbase = Vbase^2/Sbase; + Lbase = Zbase/w_g; + Tbase = Sbase/(w_g/p); - - % Induction Motor - 9 - J = obj.Para(1); - p = obj.Para(1); - Rs = obj.Para(1); - Rr = obj.Para(1); - Lm = obj.Para(1); - Ls = obj.Para(1); - Lr = obj.Para(1); - Lsi = obj.Para(1); - Lri = obj.Para(1); + % Reference + Vdc_ref = obj.Para(4); + Igq_ref = obj.Para(5); + + % Default parameters: + % Induction Motor + Hg = 0.8; + J = (2*Hg*p^2*Sbase)/w_g^2; + Rs = 0.011*Zbase; + Rr = 1.1*Rs; + Lm = 4*Lbase; + Ls = 1.01*Lm; + Lr = 1.01*Lm; + % Wind Turbine + rho = 1.225; + R = 44; + Pitch = 0; + N = 100; + Ksh = 1.2543e+04; + D_mutual = 2.5e3; + H_WT = 0.4; + wind = 12; + % RSC + sigma = 1- Lm^2/(Ls*Lr); + tau_i = (sigma*Lr)/Rr; + tau_n = Hg/16; + wni = 1/tau_i; + wnn = 1/tau_n; + KPn = (2*wnn*J)/p; + KIn = ((wnn^2)*J)/p; + KPq = (2*wni*sigma*Lr)-Rr; + KIq = (wni^2)*Lr*sigma; + KPd = (2*wni*sigma*Lr)-Rr; + KId = (wni^2)*Lr*sigma; % AC Filter - Lg = obj.Para(1); - Rg = obj.Para(1); + Lg = 483e-6; + Rg = 20e-6; % DC Capacitor - Cbus = obj.Para(1); + C_bus = 80e-3; + % GSC + K_pg = 1/(1.5*Vbase); + K_qg = -K_pg; + KP_V = -1000; + KI_V = -300000; + KPdg = 2*(f*2*pi)*Lg - Rg; + KIdg = Lg*(f*2*pi)^2; + KPqg = KPdg; + KIqg = KIdg; % PLL - 4 - rPLLp = obj.Para(1); - rPLLi = obj.Para(1); - gPLLp = obj.Para(1); - gPLLi = obj.Para(1); - % RSC - 6 - KPn = obj.Para(1); - KIn = obj.Para(1); - KPd = obj.Para(1); - KId = obj.Para(1); - KPq = obj.Para(1); - KIq = obj.Para(1); - % GSC - 6 - KP_V = obj.Para(1); - KI_V = obj.Para(1); - KPdg = obj.Para(1); - KIdg = obj.Para(1); - KPqg = obj.Para(1); - KIqg = obj.Para(1); - % Wind Turbine - Ksh = ; - D_mutual = ; - H_WT = ; - - + rPLLp = obj.Para(6); + rPLLi = obj.Para(7); + gPLLp = obj.Para(8); + gPLLi = obj.Para(9); - - % Calculated parameters + % Calculate equilibrium + S_D0 = P/V; + S_Q0 = Q/V; + S_DQ0 = S_D0 + 1j*S_Q0; + i_abs = abs(S_DQ0); + ui_argdiff = angle(S_DQ0); + i_arg = xi - ui_argdiff; + i_DQ = i_abs * exp(1i * i_arg); + i_Q = imag(i_DQ); % the global current should be output + i_D = real(i_DQ); + v_DQ = V * exp(1i * xi); + v_d = real(v_DQ); % the global voltage should be input + v_q = imag(v_DQ); + syms Phipllr theta_pllr Phipllg theta_pllg w_m... + Psi_ds Psi_dr Psi_qs Psi_qr... + Turbine_w shaft_w... + Phi_ra Phi_rc Phi_rb... + V_dc i_gd i_gq... + Phi_ga Phi_gc Phi_gb... + Ird_ref wm_ref + + theta_r = theta_pllr - pi; + theta_g = theta_pllg; + Tr_DQdq = [cos(theta_r) -sin(theta_r); sin(theta_r) cos(theta_r)]; + vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL + Tg_DQdq = [cos(theta_g) -sin(theta_g); sin(theta_g) cos(theta_g)]; + vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL + Tr_dqDQ = [cos(-theta_r) -sin(-theta_r); sin(-theta_r) cos(-theta_r)]; + Tg_dqDQ = [cos(-theta_g) -sin(-theta_g); sin(-theta_g) cos(-theta_g)]; + u_sd = vr_dq_real(1); + u_sq = vr_dq_real(2); + u_gd = vg_dq_real(1); + u_gq = vg_dq_real(2); + eqnd = u_sq/Vbase - V == 0; % state14 + eqnq = u_gd/Vbase - V == 0; % state16 + [pllr pllg] = solve(eval([eqnd, eqnq]),[theta_pllr theta_pllg]); + theta_pllr = real(vpa(pllr(2))); + theta_pllg = real(vpa(pllg(2))); + Phipllr = wbase; % state15 + Phipllg = wbase; % state17 - % Calculate equilibrium + u_sd = round(eval(u_sd)); + u_sq = round(eval(u_sq)); + u_gd = round(eval(u_gd)); + u_gq = round(eval(u_gq)); - + % Turbine and Axis + lambda = Turbine_w/N * R / wind; + lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); + Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); + P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; + T_wt = -P_wt/(Turbine_w/N)/N; + T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); + % Induction + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; + I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); + w_r = w_g - w_m; + T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); + % RSC + alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; + PHI = sqrt(Psi_ds^2 + Psi_qs^2); + compensatord = w_r*I_rq*(-alpha2); + compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; + u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); + Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); + u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); + % GSC + compensatorgd = - w_g*Lg*i_gq; + compensatorgq = + w_g*Lg*i_gd; + vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; + Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; + vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; + % Output + P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); + P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); + is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; + ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; + i_d = is_dq_pu(1)-ig_dq_pu(1); + i_q = is_dq_pu(2)-ig_dq_pu(2); + + eqn1 = (p/J)*(T_e - T_shaft) == 0; % state1 + eqn2 = (1/(2*H_WT))*(T_wt - T_shaft) == 0;% state20 + eqn3 = Turbine_w - w_m/p; % state21 + eqn4 = u_sd - Rs*I_sd + w_g*Psi_qs == 0; % state2 + eqn5 = u_sq - Rs*I_sq - w_g*Psi_ds == 0; % state3 + eqn6 = u_rd - Rr*I_rd + w_r*Psi_qr == 0; % state4 + eqn7 = u_rq - Rr*I_rq - w_r*Psi_dr == 0; % state5 + eqn8 = KId*(Ird_ref - I_rd) == 0; + eqn9 = KIn*(wm_ref - w_m) == 0; + eqn10 = KIq*(Irq_ref - I_rq) == 0; + eqn11 = (1/(C_bus*V_dc))*(-P_gsc-P_rsc) == 0; + eqn12 = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq) == 0; + eqn13 = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd) == 0; + eqn14 = KIqg*(Igq_ref - i_gq) == 0; + eqn15 = KI_V*(Vdc_ref - V_dc) == 0; + eqn16 = KIdg*(Igd_ref - i_gd) == 0; + eqn17 = i_d == i_D; + eqn18 = i_q == i_Q; + + [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... + Phi_ra Phi_rc Phi_rb... + V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref]... + = vpasolve(eval([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7,... + eqn8, eqn9, eqn10, eqn11, eqn12, eqn13, eqn14,... + eqn15, eqn16, eqn17, eqn18]),... + [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... + Phi_ra Phi_rc Phi_rb... + V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref],... + [40,300;-2*w_g,2*w_g;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... + -inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... + -inf,inf;-inf,inf;-inf,inf;-2*w_g,2*w_g;-inf,inf]); % Set equilibrium - x_e = []; - u_e = []; + x_e = eval([w_m;... + Psi_ds; Psi_qs; Psi_dr; Psi_qr;... + Turbine_w; shaft_w;... + Phi_ra; Phi_rc; Phi_rb;... + V_dc;... + i_gd; i_gq;... + Phi_ga; Phi_gc; Phi_gb;... + Phipllr; theta_pllr;... + Phipllg; theta_pllg]); + u_e = eval([v_d; v_q; wm_ref; Vdc_ref; Ird_ref; Igq_ref]); xi = xi; end % State space model - % This function defines the state space model of this apparatus, - % and is the core part for capturing the dynamics of this apparatus. - % - % This function will be called at each step, i.e., Ts, during the - % whole precedure of the discrete simulation. - % - % The state space model should be a large-signal model rather than - % a small-signal model. The linearized model will be calculated by - % functions in the parent class and the linearization point (i.e. - % equilibrium) is calculated above. function [Output] = StateSpaceEqu(obj,x,u,CallFlag) % Get parameter - obj.Para(1); - - - % default parameters + % Base Value + f = obj.Para(1); + p = 2; + w_g = 2*pi*f; + Sbase = obj.Para(2); + Vbase = obj.Para(3); + Ibase = Sbase/(sqrt(3)*Vbase); + wbase = w_g; + Zbase = Vbase^2/Sbase; + Lbase = Zbase/w_g; + Tbase = Sbase/(w_g/p); - - KPdg = 2*wnig*Lg - Rg; - KIdg = Lg*wnig^2; + % Reference + Vdc_ref = 1200; + Igq_ref = obj.Para(3); + usd_ref = 0; + ugq_ref = 0; + + % Default parameters: + % Induction Motor + Hg = 0.8; + J = (2*Hg*p^2*Sbase)/w_g^2; + Rs = 0.011*Zbase; + Rr = 1.1*Rs; + Lm = 4*Lbase; + Ls = 1.01*Lm; + Lr = 1.01*Lm; + % Wind Turbine + rho = 1.225; + R = 44; + Pitch = 0; + N = 100; + Ksh = 1.2543e+04; + D_mutual = 2.5e3; + H_WT = 0.4; + wind = 12; + % RSC + sigma = 1- Lm^2/(Ls*Lr); + tau_i = (sigma*Lr)/Rr; + tau_n = Hg/16; + wni = 1/tau_i; + wnn = 1/tau_n; + KPn = (2*wnn*J)/p; + KIn = ((wnn^2)*J)/p; + KPq = (2*wni*sigma*Lr)-Rr; + KIq = (wni^2)*Lr*sigma; + KPd = (2*wni*sigma*Lr)-Rr; + KId = (wni^2)*Lr*sigma; + % AC Filter + Lg = 483e-6; + Rg = 20e-6; + % DC Capacitor + C_bus = 80e-3; + % GSC + K_pg = 1/(1.5*Vbase); + K_qg = -K_pg; + KP_V = -1000; + KI_V = -300000; + KPdg = 2*(f*2*pi)*Lg - Rg; + KIdg = Lg*(f*2*pi)^2; KPqg = KPdg; KIqg = KIdg; - KP_V = 10*0.01; - KI_V = 110*0.0001; + % PLL - 4 + rPLLp = obj.Para(6); + rPLLi = obj.Para(7); + gPLLp = obj.Para(8); + gPLLi = obj.Para(9); % Saturation and limit pitch_max = 27; pitch_rate = 10; % Get state - Psi_ds = x(1); - Psi_qs = x(2); - Psi_dr = x(3); - Psi_qr = x(4); - Phi_ra = x(5); - Phi_rc = x(6); - Phi_rb = x(7); - i_gd = x(8); - i_gq = x(9); - Phi_ga = x(10); - Phi_gc = x(11); - Phi_gb = x(12); - Vdc = x(13); - Phipllr = x(14); - theta_pllr = x(15); - Phipllg = x(16); - theta_pllg = x(17); - w_m = x(18); - Turbine_w = x(19); - shaft_w = x(20); + w_m = x(1); + Psi_ds = x(2); + Psi_qs = x(3); + Psi_dr = x(4); + Psi_qr = x(5); + Turbine_w = x(6); + shaft_w = x(7); + Phi_ra = x(8); + Phi_rc = x(9); + Phi_rb = x(10); + V_dc = x(11); + i_gd = x(12); + i_gq = x(13); + Phi_ga = x(14); + Phi_gc = x(15); + Phi_gb = x(16); + Phipllr = x(17); + theta_pllr = x(18); + Phipllg = x(19); + theta_pllg = x(20); - - % Get input - u_d = u(1); - u_q = u(2); + v_d = u(1); + v_q = u(2); + wm_ref = u(3); + Vdc_ref = u(4); + Ird_ref = u(5); + Igq_ref = u(6); - % State space equations % dx/dt = f(x,u) % y = g(x,u) if CallFlag == 1 % ### Call state equation: dx/dt = f(x,u) - - DQdq_Rotation = [cos(u(3)) -sin(u(3)); sin(u(3)) cos(u(3))]; - - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psids;Psidr;Psiqs;Psiqr]; - Ird = I(1); Isd = I(2); Irq = I(3); Isq = I(4); - Ptot = usq*Isq + usd*Isd + urq*Irq + urd*Ird; % output1 - Te = p*Lm*(Ird*Isq - Isd*Irq); % output2 - - % Induction - w_r = w_g - w_m; - dPsi_ds = u_sd - Rs*Isd + w_g*Psi_qs; % state1 - dPsi_qs = u_sq - Rs*Isq - w_g*Psi_ds; % state2 - dPsi_dr = u_rd - Rr*Ird + w_r*Psi_qr; % state3 - dPsi_qr = u_rq - Rr*Irq - w_r*Psi_dr; % state4 - - alpha1 = -Lm/Ls; alpha2 = Lr + Lm*alpha1; - PHI = sqrt(2/3)*sqrt(Psids^2 + Psiqs^2); + % PLL + theta_r = theta_pllr - pi; + theta_g = theta_pllg; + Tr_DQdq = [cos(theta_r) -sin(theta_r); sin(theta_r) cos(theta_r)]; + vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL + Tg_DQdq = [cos(theta_g) -sin(theta_g); sin(theta_g) cos(theta_g)]; + vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL + u_sd = vr_dq_real(1); + u_sq = vr_dq_real(2); + u_gd = vg_dq_real(1); + u_gq = -vg_dq_real(2); - compensatord = wr*Irq*(-alpha2); - compensatorq = wr*PHI*alpha1 + wr*Ird*alpha2; - - % RSC - dPhi_ra = KId*(Ird_ref - I_rd); % state5 - u_rd = KPd*(Ird_ref - Ird) + Phi_ra + compensatord; + Pitch = 0; + lambda = Turbine_w/N * R / wind; + lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); + Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); + P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; + T_wt = -P_wt/(Turbine_w/N)/N; + T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); - dPhi_rc = KIn*(wm_ref - w_m); % state6 - Irq_ref = (-1)*(KPn*(wm_ref - w_m) + Phi_rc); + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; + I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); + w_r = w_g - w_m; + T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); - dPhi_rb = KIq*(Irq_ref - I_rq); % state7 - u_rq = KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq; - - % AC Filter - di_gd = (1/Lg)*(u_gd - Rg*i_gd - vrefd + Lg*w_g*i_gq); % state8 - di_gq = (1/Lg)*(u_gq - Rg*i_gq - vrefq - Lg*w_g*i_gd); % state9 - - % GSC - compensatorgd = ugd + w_g*Lg*igq; - compensatorgq = ugq - w_g*Lg*igd; + alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; + PHI = sqrt(Psi_ds^2 + Psi_qs^2); + compensatord = w_r*I_rq*(-alpha2); + compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; + u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); + Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); + u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - dPhi_ga = KIqg*(Igq_ref - i_gq); % state10 - vrefq = compensatorgq - (KPqg*(Igq_ref - i_gq)+ Phi_ga); + compensatorgd = - w_g*Lg*i_gq; + compensatorgq = + w_g*Lg*i_gd; + vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; + Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; + vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - dPhi_gc = KI_V*(Vdc_ref - V_dc); % state11 - Igd_ref = KP_V*(Vdc_ref - V_dc) + Phi_gc; + P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); + P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); - dPhi_gb = KIdg*(Igd_ref - igd); % state12 - vrefd = compensatorgd - (KPdg*(Igd_ref - i_gd)+ Phi_gb); - - % DC Capacitor - Prsc = u_rd*I_rd + u_rq*Irq; - Pgsc = u_gd*i_gd + u_gq*i_gq; - dVdc = (1/(C_bus*V_dc))*(P_gsc-P_rsc); % state13 - - % PLL - dPhipllr = ki_pll*(u_sd - usd_ref); % state14 - dtheta_pllr = Phipllr + kp_pll*(u_sd-usd_ref); % state15 - - dPhipllg = gPLLi*(u_gq - ugq_ref) % state16 - dtheta_pllg = Phipllg + gPLLp*(u_gq - ugq_ref); % state17 - - % Wind Turbine - T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - (1/Dw_g)*w_m); - T_wt = ()/(); - Pitch = 200*((1/Dw_g)*w_m-1.2); - if 1 - pass - end - dw_m = (p/J)*(T_e-T_L); % state18 - dTurbine_w = (1/(2*H_WT))*(T_wt - T_shaft); % state19 - dshaft_w = wbase*(Turbine_w - (1/Dw_g)*w_m); % state20 - - - f_xu = [dPsi_ds; dPsi_qs; dPsi_dr; dPsi_qr; dPhi_ra; dPhi_rc; dPhi_rb; ... - di_gd; di_gq; dPhi_ga; dPhi_gc; dPhi_gb; dVdc; dPhipllr; dtheta_pllr; ... - dPhipllg; dtheta_pllg; dw_m; dTurbine_w; dshaft_w]; + dw_m = (p/J)*(T_e - T_shaft); + dPsi_ds = u_sd - Rs*I_sd + w_g*Psi_qs; + dPsi_qs = u_sq - Rs*I_sq - w_g*Psi_ds; + dPsi_dr = u_rd - Rr*I_rd + w_r*Psi_qr; + dPsi_qr = u_rq - Rr*I_rq - w_r*Psi_dr; + dTurbine_w = (1/(2*H_WT))*(T_wt - T_shaft); + dshaft_w = Turbine_w - w_m/p; + dPhi_ra = KId*(Ird_ref - I_rd); + dPhi_rc = KIn*(wm_ref - w_m); + dPhi_rb = KIq*(Irq_ref - I_rq); + dVdc = (1/(C_bus*V_dc))*(-P_gsc-P_rsc); + di_gd = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq); + di_gq = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd); + dPhi_ga = KIqg*(Igq_ref - i_gq); + dPhi_gc = KI_V*(Vdc_ref - V_dc); + dPhi_gb = KIdg*(Igd_ref - i_gd); + dPhipllr = rPLLi*(u_sd/Vbase - usd_ref); + dtheta_pllr = Phipllr + rPLLp*(u_sd/Vbase-usd_ref); + dPhipllg = gPLLi*(u_gq/Vbase - ugq_ref); + dtheta_pllg = Phipllg + gPLLp*(u_gq/Vbase - ugq_ref); + + f_xu = [dw_m; ... + dPsi_ds; dPsi_qs; dPsi_dr; dPsi_qr;... + dTurbine_w; dshaft_w;... + dPhi_ra; dPhi_rc; dPhi_rb;... + dVdc;... + di_gd; di_gq;... + dPhi_ga; dPhi_gc; dPhi_gb;... + dPhipllr; dtheta_pllr;... + dPhipllg; dtheta_pllg]; Output = f_xu; elseif CallFlag == 2 % ### Call output equation: y = g(x,u) % Just be careful that the input and output must coincide % with the signal sequence as well as the ports in simulink model. + + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; + I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); + w_r = w_g - w_m; + + T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); + + alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; + PHI = sqrt(Psi_ds^2 + Psi_qs^2); + compensatord = w_r*I_rq*(-alpha2); + compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; + u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); + Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); + u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); + + compensatorgd = - w_g*Lg*i_gq; + compensatorgq = + w_g*Lg*i_gd; + vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; + Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; + vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; + + theta_r = theta_pllr - pi; + theta_g = theta_pllg; + + Tr_dqDQ = [cos(-theta_r) -sin(-theta_r); sin(-theta_r) cos(-theta_r)]; + Tg_dqDQ = [cos(-theta_g) -sin(-theta_g); sin(-theta_g) cos(-theta_g)]; + + is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; + ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; + + i_d = is_dq_pu(1) - ig_dq_pu(1); + i_q = is_dq_pu(2) - ig_dq_pu(2); - g_xu = [i_d, i_q]; + g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_r; theta_g;... + u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq]; Output = g_xu; end end diff --git a/+SimplusGT/+Class/HighVoltageDirectCurrent.m b/+SimplusGT/+Class/HighVoltageDirectCurrent.m deleted file mode 100644 index b1132ab8..00000000 --- a/+SimplusGT/+Class/HighVoltageDirectCurrent.m +++ /dev/null @@ -1,113 +0,0 @@ -% This class shows a template for models based on "ModelAdvance". - -% Author(s): Yitong Li - -%% Notes -% -% This is just a template. For practical examples, please see -% "Inductor.m", which is a single-phase inductor, and see -% "SynchronousMachine.m", which is a three-phase synchronous machine. - -%% Class - -% Please change "ModelTemplate" here to your customized name and save this -% file as your customized name as well. -classdef ModelTemplate < SimplusGT.Class.ModelAdvance - - methods - % Constructor - % Please change "ModelTemplate" to your customized name. - function obj = ModelTemplate(varargin) - setProperties(obj,nargin,varargin{:}); - end - end - - methods(Static) - - % Set the strings of state, input, output - % - % These strings are mainly for printing output and searching the - % corresponding ports. - % - % For ac apparatuses, the first two inputs and outputs should be - % {'v_d','v_q'} and {'i_d','i_q'}, and {'w'} should be output. For - % dc apparatuses, the first input and output should be {'v'} and {'i'}. - % No specific requirementFor other inputs, outputs, and states. - % - % The dimensions of x, u, y must be coinsistent in following three - % functions: SignalList, Equilibrium, and StateSpaceEqu. - function [State,Input,Output] = SignalList(obj) - State = {'x1','x2'}; % x, state - Input = {'v'}; % u, input - Output = {'i'}; % y, output - end - - % Calculate the equilibrium - % The equilibrium is determined by the power flow data and apparatus's - % own paramters.This function will be called once, at the - % beginneing of simulation. - function [x_e,u_e,xi] = Equilibrium(obj) - % Get the power PowerFlow values - P = obj.PowerFlow(1); - Q = obj.PowerFlow(2); - V = obj.PowerFlow(3); - xi = obj.PowerFlow(4); - w = obj.PowerFlow(5); - - % Get parameters - obj.Para(1); - % if you would like to change the parameters at 2.0s. Taking xi as an example - if obj.Timer>2 - xi =6; - end - - - % Calculate equilibrium - - % Set equilibrium - x_e = []; - u_e = []; - xi = xi; - end - - % State space model - % This function defines the state space model of this apparatus, - % and is the core part for capturing the dynamics of this apparatus. - % - % This function will be called at each step, i.e., Ts, during the - % whole precedure of the discrete simulation. - % - % The state space model should be a large-signal model rather than - % a small-signal model. The linearized model will be calculated by - % functions in the parent class and the linearization point (i.e. - % equilibrium) is calculated above. - function [Output] = StateSpaceEqu(obj,x,u,CallFlag) - % Get parameter - obj.Para(1); - - % Get state - x(1); - - % Get input - u(1); - - % State space equations - % dx/dt = f(x,u) - % y = g(x,u) - if CallFlag == 1 - % ### Call state equation: dx/dt = f(x,u) - - f_xu = []; - Output = f_xu; - elseif CallFlag == 2 - % ### Call output equation: y = g(x,u) - % Just be careful that the input and output must coincide - % with the signal sequence as well as the ports in simulink model. - - g_xu = []; - Output = g_xu; - end - end - - end -end diff --git a/+SimplusGT/+Class/SynchronousMachineFullOrder.m b/+SimplusGT/+Class/SynchronousMachineFullOrder.m index 8b40d064..f9d7f227 100644 --- a/+SimplusGT/+Class/SynchronousMachineFullOrder.m +++ b/+SimplusGT/+Class/SynchronousMachineFullOrder.m @@ -12,14 +12,13 @@ % stator: d and q axis % rotor: d-axis field winding (fd), d-axis damper (1d), 2 q-axis dampers (gq, kq), % -% % 1. q-axis leads the d-axis (IEEE standard) % 2. rotor angle with regard to q-axis -% 3. the model is in load convention +% 3. the whole model is in load convention, +% but the equations below are in generator convention % 4. 0-axis is omitted % 5. w is not in p.u. % -% %% Class @@ -87,9 +86,9 @@ S_A = obj.Para(14); % Saturation parameters S_B = obj.Para(15); S_N = obj.Para(16); - D = obj.Para(17); % Damp constant - SpeedPara = obj.Para(18); % simplified governor parameters - K_A = obj.Para(19); % simplified exciter parameters + D = obj.Para(17); % Damp constant + SpeedPara = obj.Para(18); % simplified governor parameters + K_A = obj.Para(19); % simplified exciter parameters EnableSaturation = obj.Para(20); % Saturation setting wb = obj.Para(21); @@ -115,7 +114,12 @@ xq_frac = xqd_diff/xql_diff^2; % Calculate equilibrium - S_D0 = -P/V; + % We calculate the equilibrium by solving the algebra equations + % directly. By doing so, we need to import symbol variable, which + % can only be applied in the simulink when the interpretable + % execution is used! (setting in the MATLAB system) + + S_D0 = -P/V; % The equations below are in generator convention S_Q0 = -Q/V; S_DQ0 = S_D0 + 1j*S_Q0; i_abs = abs(S_DQ0); @@ -145,6 +149,11 @@ T_e = psi_d*i_q - psi_q*i_d; U_mag = sqrt((R_a*i_d+(w/wb)*psi_q)^2+(-R_a*i_q+(w/wb)*psi_d)^2); + + % The equations below come from the differential equations. + % The theta will be governed by current constraints: eqn12 and eqn13, + % bringing two solutions for us. But only one is small-signal stable. + eqn1 = -wb*(-v_d - (w/wb)*psi_q - R_a*i_d) == 0; % state1 eqn2 = -wb*(-v_q + (w/wb)*psi_d - R_a*i_q) == 0; % state2 eqn3 = (1/T_dd)*(E_fd - psi_fd... @@ -167,13 +176,15 @@ eqn13 = i_q + (1/x_qdd)*(psi_q -... -psi_kq*(xqd_diff/xql_diff) +... psi_gq*(xqql_diff/xql_diff)) == 0; + % The theta will be governed by current constraints: eqn12 and eqn13. w = wb; [psi_d psi_q psi_fd psi_1d psi_gq psi_kq T_m R_f V_f E_fd V_ref theta]... = solve(eval([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7,... eqn9, eqn10, eqn11, eqn12, eqn13]),... [psi_d psi_q psi_fd psi_1d psi_gq psi_kq T_m R_f V_f E_fd V_ref theta]); sol = 2; - psi_d = vpa(psi_d(sol), 16); + % We have two solutions here, sol = 1 is unstable. + psi_d = vpa(psi_d(sol), 16); % 16 digits remain here psi_q = vpa(psi_q(sol), 16); psi_fd = vpa(psi_fd(sol), 16); psi_1d = vpa(psi_1d(sol), 16); @@ -240,7 +251,10 @@ T_4 = 0.05; % Phase Compensator 2 T_w = 10; % Washout K_s = 2; % PSS Gain -% + +% you can change the paramters in the simulation, to observe some +% influences from the parameters. +% % if obj.Timer>5 % % Get parameters in pu % x_d = 0.2; % @@ -380,7 +394,7 @@ end - % Flux saturation considered + % Flux saturation considered in the future if EnableSaturation % pass end @@ -403,7 +417,8 @@ T_e = psi_d*i_q - psi_q*i_d; U_mag = abs(-(R_a*i_d+(w/wb)*psi_q)+... (-R_a*i_q+(w/wb)*psi_d)*1i); - + % We need to change the direction of the current to make it a + % load convention. g_xu = [-i_d; -i_q; w; theta-pi/2; T_e; U_mag; psi_d; psi_q; psi_fd; psi_1d; psi_gq; psi_kq]; Output = g_xu; diff --git a/+SimplusGT/+Simulink/SimAddApparatus.m b/+SimplusGT/+Simulink/SimAddApparatus.m index 62d36e93..7dd41f2b 100644 --- a/+SimplusGT/+Simulink/SimAddApparatus.m +++ b/+SimplusGT/+Simulink/SimAddApparatus.m @@ -41,6 +41,10 @@ Name_Apparatus{i} = ['SM-Detailed' num2str(Bus)]; FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; add_block([Name_LibFile '/Synchronous Machine Full Order (dq-Frame System Object)'],FullName_Apparatus{i}); + case 006 + Name_Apparatus{i} = ['DFIG' num2str(Bus)]; + FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; + add_block([Name_LibFile '/Doubly-fed Induction Generator (dq-Frame System Object)'],FullName_Apparatus{i}); case 009 Name_Apparatus{i} = ['Inf-Bus' num2str(Bus)]; FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; diff --git a/+SimplusGT/+Toolbox/ApparatusModelCreate.m b/+SimplusGT/+Toolbox/ApparatusModelCreate.m index 844d37a6..56335f12 100644 --- a/+SimplusGT/+Toolbox/ApparatusModelCreate.m +++ b/+SimplusGT/+Toolbox/ApparatusModelCreate.m @@ -113,11 +113,21 @@ Para.EnableSaturation; % Saturation setting Para.wb; - ]; % (21) + ]; % (21 parameters) % ### Doubly-fed Induction Generator -% case 6 % Type 60-69 - % pass + case 6 % Type 60-69 + Apparatus = SimplusGT.Class.DoublyFedInductionGenerator('ApparatusType',Type); + Apparatus.Para = [Para.f; % Default frequency (Hz) + Para.Sbase; % Rated Capacity + Para.Vbase; % Rated Voltage + Para.Vdc_ref; % Voltage of the DC Capacitor + Para.Igq_ref; % The Q from the GSC + Para.rPLLp; % p in the RSC PLL + Para.rPLLi; % I in the RSC PLL + Para.gPLLp; + Para.gPLLi; + ]; % (9) % ### Ac infinite bus case 9 @@ -253,6 +263,9 @@ % No need for frame dynamics embedding elseif (Type>=1000 && Type<2000) % No need for frame dynamics embedding +elseif (Type == 60) + % For DFIG with RSC and GSC, global dynamic is chosen. + else %% Frame transformation: local swing frame dq -> local steady frame d'q' diff --git a/+SimplusGT/+Toolbox/BusTypeVIF.m b/+SimplusGT/+Toolbox/BusTypeVIF.m index 2817cc79..133488a7 100644 --- a/+SimplusGT/+Toolbox/BusTypeVIF.m +++ b/+SimplusGT/+Toolbox/BusTypeVIF.m @@ -19,7 +19,7 @@ ibus = []; fbus = []; for i = 1:length(ApparatusType) - if ((ApparatusType{i} >= 0) && (ApparatusType{i} <= 9)) || (ApparatusType{i} == 30) || (ApparatusType{i} == 90) || ((ApparatusType{i} >= 20) && (ApparatusType{i} <= 29)) + if ((ApparatusType{i} >= 0) && (ApparatusType{i} <= 9)) || (ApparatusType{i} == 30) || (ApparatusType{i} == 60) || (ApparatusType{i} == 90) || ((ApparatusType{i} >= 20) && (ApparatusType{i} <= 29)) vbus(l) = i; l = l+1; elseif ((ApparatusType{i} >= 10) && (ApparatusType{i} <= 19)) diff --git a/+SimplusGT/+Toolbox/Main.m b/+SimplusGT/+Toolbox/Main.m index 1a1ba4ff..885870ab 100644 --- a/+SimplusGT/+Toolbox/Main.m +++ b/+SimplusGT/+Toolbox/Main.m @@ -162,6 +162,8 @@ SimplusGT.Toolbox.ApparatusModelCreate(ApparatusBus{i},ApparatusType{i},ApparatusPowerFlow{i},Para{i},Ts,ListBusNew); x_e{i} = ApparatusEqui{i}{1}; u_e{i} = ApparatusEqui{i}{2}; + disp("Here!") + disp(OtherInputs{i}) end clear('i'); diff --git a/+SimplusGT/+Toolbox/RearrangeListApparatus.m b/+SimplusGT/+Toolbox/RearrangeListApparatus.m index 24e48a16..d69919e9 100644 --- a/+SimplusGT/+Toolbox/RearrangeListApparatus.m +++ b/+SimplusGT/+Toolbox/RearrangeListApparatus.m @@ -192,7 +192,15 @@ % Doubly-fed Induction Generator % ====================================== -% Para0060. +Para0060.f = 60; % Default frequency (Hz) +Para0060.Sbase = 2e6; % Rated Capacity +Para0060.Vbase = 690; % Rated Voltage +Para0060.Vdc_ref = 1200; % Voltage of the DC Capacitor +Para0060.Igq_ref = 0; % The Q from the GSC +Para0060.rPLLp = 220; % p in the RSC PLL +Para0060.rPLLi = 4500; % i in the RSC PLL +Para0060.gPLLp = 250; +Para0060.gPLLi = 3200; % ====================================== % Ac infinite bus (short-circuit in small-signal) @@ -261,6 +269,8 @@ ParaCell{i} = Para0020; % Grid-forming inverter case 3 ParaCell{i} = Para0030; % Detailed synchronous machine + case 6 + ParaCell{i} = Para0060; % Doubly-fed induction generator case 9 ParaCell{i} = Para0090; % Ac inifnite bus case 10 diff --git a/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json b/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json index c64a88f8..3d9246c7 100644 --- a/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json +++ b/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json @@ -1,870 +1,280 @@ { - - "Basic": +"Basic": +{ +"Fs":30000,"Fbase":60,"Sbase":1,"Vbase":1 +} +,"Advance": { +"DiscretizationMethod":2,"LinearizationTimes":1,"DiscretizationDampingFlag":1,"DirectFeedthrough":0,"PowerFlowAlgorithm":2,"EnableCreateSimulinkModel":1,"EnablePlotPole":1,"EnablePlotAdmittance":1,"EnablePrintOutput":1 +} +,"Bus": +[ - "Fs": 30000, - "Fbase": 60, - "Sbase": 1, - "Vbase": 1 - +{ +"BusNo":1,"BusType":1,"Voltage":1.06,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 } , - "Advance": { - - "DiscretizationMethod": 2, - "LinearizationTimes": 1, - "DiscretizationDampingFlag": 1, - "DirectFeedthrough": 0, - "PowerFlowAlgorithm": 2, - "EnableCreateSimulinkModel": 1, - "EnablePlotPole": 1, - "EnablePlotAdmittance": 1, - "EnablePrintOutput": 1 - +"BusNo":2,"BusType":2,"Voltage":1.045,"Theta":0,"PGi":0.4,"QGi":0.424,"PLi":0.217,"QLi":0.127,"Qmin":-0.4,"Qmax":0.5,"AreaNo":1,"AcDc":1 } , - "Bus": -[ +{ +"BusNo":3,"BusType":2,"Voltage":1.01,"Theta":0,"PGi":0,"QGi":0.23399999999999999,"PLi":0.94200000000000006,"QLi":0.19,"Qmin":0,"Qmax":0.4,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":4,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.478,"QLi":-0.039,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":5,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.076,"QLi":0.016,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":6,"BusType":2,"Voltage":1.07,"Theta":0,"PGi":0,"QGi":0.122,"PLi":0.11199999999999999,"QLi":0.075,"Qmin":-0.06,"Qmax":0.24,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":7,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":8,"BusType":2,"Voltage":1.09,"Theta":0,"PGi":0,"QGi":0.174,"PLi":0,"QLi":0,"Qmin":-0.06,"Qmax":0.24,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":9,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.295,"QLi":0.166,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":10,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.09,"QLi":0.057999999999999996,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":11,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.035,"QLi":0.018000000000000002,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":12,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.061,"QLi":0.016,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":13,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.135,"QLi":0.057999999999999996,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} +, +{ +"BusNo":14,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.149,"QLi":0.05,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 +} - -{ - - "BusNo": 1, - "BusType": 1, - "Voltage": 1.06, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0, - "QLi": 0, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 2, - "BusType": 2, - "Voltage": 1.045, - "Theta": 0, - "PGi": 0.4, - "QGi": 0.424, - "PLi": 0.217, - "QLi": 0.127, - "Qmin": -0.4, - "Qmax": 0.5, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 3, - "BusType": 2, - "Voltage": 1.01, - "Theta": 0, - "PGi": 0, - "QGi": 0.234, - "PLi": 0.942, - "QLi": 0.19, - "Qmin": 0, - "Qmax": 0.4, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 4, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.478, - "QLi": -0.039, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 5, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.076, - "QLi": 0.016, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 6, - "BusType": 2, - "Voltage": 1.07, - "Theta": 0, - "PGi": 0, - "QGi": 0.122, - "PLi": 0.112, - "QLi": 0.075, - "Qmin": -0.06, - "Qmax": 0.24, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 7, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0, - "QLi": 0, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 8, - "BusType": 2, - "Voltage": 1.09, - "Theta": 0, - "PGi": 0, - "QGi": 0.174, - "PLi": 0, - "QLi": 0, - "Qmin": -0.06, - "Qmax": 0.24, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 9, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.295, - "QLi": 0.166, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 10, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.09, - "QLi": 0.058, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 11, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.035, - "QLi": 0.018, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 12, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.061, - "QLi": 0.016, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 13, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.135, - "QLi": 0.058, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} -, - -{ - - "BusNo": 14, - "BusType": 3, - "Voltage": 1, - "Theta": 0, - "PGi": 0, - "QGi": 0, - "PLi": 0.149, - "QLi": 0.05, - "Qmin": 0, - "Qmax": 0, - "AreaNo": 1, - "AcDc": 1 - -} - - ] -, - "NetworkLine": +,"NetworkLine": [ ] -, - "NetworkLineIEEE": +,"NetworkLineIEEE": [ - { - - "FromBus": 1, - "ToBus": 2, - "R": 0.01938, - "X": 0.05917, - "B": 0.0528, - "G": 0, - "TurnsRatio": 1 - +"FromBus":1,"ToBus":2,"R":0.01938,"X":0.05917,"B":0.0528,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 1, - "ToBus": 5, - "R": 0.05403, - "X": 0.22304, - "B": 0.0492, - "G": 0, - "TurnsRatio": 1 - +"FromBus":1,"ToBus":5,"R":0.05403,"X":0.22304,"B":0.0492,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 2, - "ToBus": 3, - "R": 0.04699, - "X": 0.19797, - "B": 0.0438, - "G": 0, - "TurnsRatio": 1 - +"FromBus":2,"ToBus":3,"R":0.04699,"X":0.19797,"B":0.0438,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 2, - "ToBus": 4, - "R": 0.05811, - "X": 0.17632, - "B": 0.034, - "G": 0, - "TurnsRatio": 1 - +"FromBus":2,"ToBus":4,"R":0.05811,"X":0.17632,"B":0.034,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 2, - "ToBus": 5, - "R": 0.05695, - "X": 0.17388, - "B": 0.0346, - "G": 0, - "TurnsRatio": 1 - +"FromBus":2,"ToBus":5,"R":0.05695,"X":0.17388,"B":0.0346,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 3, - "ToBus": 4, - "R": 0.06701, - "X": 0.17103, - "B": 0.0128, - "G": 0, - "TurnsRatio": 1 - +"FromBus":3,"ToBus":4,"R":0.06701,"X":0.17103,"B":0.0128,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 4, - "ToBus": 5, - "R": 0.01335, - "X": 0.04211, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":4,"ToBus":5,"R":0.01335,"X":0.04211,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 4, - "ToBus": 7, - "R": 0, - "X": 0.20912, - "B": 0, - "G": 0, - "TurnsRatio": 0.978 - +"FromBus":4,"ToBus":7,"R":0,"X":0.20912,"B":0,"G":0,"TurnsRatio":0.978 } , - { - - "FromBus": 4, - "ToBus": 9, - "R": 0, - "X": 0.55618, - "B": 0, - "G": 0, - "TurnsRatio": 0.969 - +"FromBus":4,"ToBus":9,"R":0,"X":0.55618,"B":0,"G":0,"TurnsRatio":0.969 } , - { - - "FromBus": 5, - "ToBus": 6, - "R": 0, - "X": 0.25202, - "B": 0, - "G": 0, - "TurnsRatio": 0.932 - +"FromBus":5,"ToBus":6,"R":0,"X":0.25202,"B":0,"G":0,"TurnsRatio":0.932 } , - { - - "FromBus": 6, - "ToBus": 11, - "R": 0.09498, - "X": 0.1989, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":6,"ToBus":11,"R":0.09498,"X":0.1989,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 6, - "ToBus": 12, - "R": 0.12291, - "X": 0.25581, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":6,"ToBus":12,"R":0.12291,"X":0.25581,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 6, - "ToBus": 13, - "R": 0.06615, - "X": 0.13027, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":6,"ToBus":13,"R":0.06615,"X":0.13027,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 7, - "ToBus": 8, - "R": 0, - "X": 0.17615, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":7,"ToBus":8,"R":0,"X":0.17615,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 7, - "ToBus": 9, - "R": 0, - "X": 0.11001, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":7,"ToBus":9,"R":0,"X":0.11001,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 9, - "ToBus": 10, - "R": 0.03181, - "X": 0.0845, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":9,"ToBus":10,"R":0.03181,"X":0.0845,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 9, - "ToBus": 14, - "R": 0.12711, - "X": 0.27038, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":9,"ToBus":14,"R":0.12711,"X":0.27038,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 10, - "ToBus": 11, - "R": 0.08205, - "X": 0.19207, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":10,"ToBus":11,"R":0.08205,"X":0.19207,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 12, - "ToBus": 13, - "R": 0.22092, - "X": 0.19988, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":12,"ToBus":13,"R":0.22092,"X":0.19988,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 13, - "ToBus": 14, - "R": 0.17093, - "X": 0.34802, - "B": 0, - "G": 0, - "TurnsRatio": 1 - +"FromBus":13,"ToBus":14,"R":0.17093,"X":0.34802,"B":0,"G":0,"TurnsRatio":1 } , - { - - "FromBus": 9, - "ToBus": 9, - "R": "NaN", - "X": "NaN", - "B": 0.19, - "G": 0, - "TurnsRatio": 1 - +"FromBus":9,"ToBus":9,"R":"NaN","X":"NaN","B":0.19,"G":0,"TurnsRatio":1 } - ] -, - "Apparatus": +,"Apparatus": [ - -{ - - "BusNo": 1, - "Type": 30, - "Para": -{ +{ +"BusNo":1,"Type":0,"Para": +{ +"J":3.5,"D":5,"wL":0.1,"R":0.01,"w0":376.99111843077515 +} - "x_d": 1.5, - "x_dd": 0.5, - "x_ddd": 0.32, - "x_q": 1, - "x_qd": 1, - "x_qdd": 0.45, - "x_l": 0.2, - "R_a": 0.02, - "T_dd": 9, - "T_ddd": 0.05, - "T_qd": 2, - "T_qdd": 0.09, - "H": 2.1028, - "SaturationA": 1, - "SaturationB": 0.103, - "SaturationN": 10.6599, - "D": 0.02056, - "SpeedPara": 200, - "K_A": 20, - "EnableSaturation": 0, - "wb": 376.99111843077515 - -} - - -} -, - -{ - - "BusNo": 2, - "Type": 30, - "Para": -{ - - "x_d": 1.5, - "x_dd": 0.5, - "x_ddd": 0.32, - "x_q": 1, - "x_qd": 1, - "x_qdd": 0.45, - "x_l": 0.2, - "R_a": 0.02, - "T_dd": 9, - "T_ddd": 0.05, - "T_qd": 2, - "T_qdd": 0.09, - "H": 2.1028, - "SaturationA": 1, - "SaturationB": 0.103, - "SaturationN": 10.6599, - "D": 0.02056, - "SpeedPara": 200, - "K_A": 20, - "EnableSaturation": 0, - "wb": 376.99111843077515 - -} - - -} -, - -{ - - "BusNo": 3, - "Type": 30, - "Para": -{ - - "x_d": 1.5, - "x_dd": 0.5, - "x_ddd": 0.32, - "x_q": 1, - "x_qd": 1, - "x_qdd": 0.45, - "x_l": 0.2, - "R_a": 0.02, - "T_dd": 9, - "T_ddd": 0.05, - "T_qd": 2, - "T_qdd": 0.09, - "H": 2.1028, - "SaturationA": 1, - "SaturationB": 0.103, - "SaturationN": 10.6599, - "D": 0.02056, - "SpeedPara": 200, - "K_A": 20, - "EnableSaturation": 0, - "wb": 376.99111843077515 - -} - - -} -, - -{ - - "BusNo": 4, - "Type": 100, - "Para": +} +, +{ +"BusNo":2,"Type":0,"Para": +{ +"J":3.5,"D":5,"wL":0.1,"R":0.01,"w0":376.99111843077515 +} + +} +, +{ +"BusNo":3,"Type":0,"Para": +{ +"J":3.5,"D":5,"wL":0.1,"R":0.01,"w0":376.99111843077515 +} + +} +, +{ +"BusNo":4,"Type":100,"Para": [ ] - } , - { - - "BusNo": 5, - "Type": 100, - "Para": +"BusNo":5,"Type":100,"Para": [ ] - } , - { - - "BusNo": 6, - "Type": 30, - "Para": +"BusNo":6,"Type":0,"Para": { - - "x_d": 1.5, - "x_dd": 0.5, - "x_ddd": 0.32, - "x_q": 1, - "x_qd": 1, - "x_qdd": 0.45, - "x_l": 0.2, - "R_a": 0.02, - "T_dd": 9, - "T_ddd": 0.05, - "T_qd": 2, - "T_qdd": 0.09, - "H": 2.1028, - "SaturationA": 1, - "SaturationB": 0.103, - "SaturationN": 10.6599, - "D": 0.02056, - "SpeedPara": 200, - "K_A": 20, - "EnableSaturation": 0, - "wb": 376.99111843077515 - +"J":3.5,"D":5,"wL":0.1,"R":0.01,"w0":376.99111843077515 } - } , - { - - "BusNo": 7, - "Type": 100, - "Para": +"BusNo":7,"Type":100,"Para": [ ] - } , - { - - "BusNo": 8, - "Type": 30, - "Para": +"BusNo":8,"Type":0,"Para": { - - "x_d": 1.5, - "x_dd": 0.5, - "x_ddd": 0.32, - "x_q": 1, - "x_qd": 1, - "x_qdd": 0.45, - "x_l": 0.2, - "R_a": 0.02, - "T_dd": 9, - "T_ddd": 0.05, - "T_qd": 2, - "T_qdd": 0.09, - "H": 2.1028, - "SaturationA": 1, - "SaturationB": 0.103, - "SaturationN": 10.6599, - "D": 0.02056, - "SpeedPara": 200, - "K_A": 20, - "EnableSaturation": 0, - "wb": 376.99111843077515 - 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zU*dnIlV3~jQVFxP0~8%VGW|i80mu7qkw0^Se-!(BTJW`MFBjIy0HBouD%&4wCD082 zkNPt`^;+4#&8u_)5WnS{|5S3+!;p%4X;bm{_d0j8W6h^O_>S4XgqpnW1VtO4N69Rr<)^n0B@D-Fi_ty#1z z?X0c5ovfvSvv^%`AtKh3-1bsS0W$lYud79q zTy$^@1P3>n16#|td;ewr9R Date: Sun, 20 Oct 2024 21:15:19 +0800 Subject: [PATCH 4/9] temp temp --- .../+Class/DoublyFedInductionGenerator.asv | 490 ++++++++++++++++++ .../+Class/DoublyFedInductionGenerator.m | 58 ++- +SimplusGT/+Toolbox/Main.m | 2 - +SimplusGT/+Toolbox/RearrangeListApparatus.m | 8 +- .../DFIGInfiniteBus.json | 12 +- .../DFIGInfiniteBus.xlsx | Bin 13984 -> 13985 bytes Library/SimplusGT.slx.autosave | Bin 2020125 -> 0 bytes mymodel_v1.slx.autosave | Bin 41716 -> 19954 bytes 8 files changed, 531 insertions(+), 39 deletions(-) create mode 100644 +SimplusGT/+Class/DoublyFedInductionGenerator.asv delete mode 100644 Library/SimplusGT.slx.autosave diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.asv b/+SimplusGT/+Class/DoublyFedInductionGenerator.asv new file mode 100644 index 00000000..ec06319c --- /dev/null +++ b/+SimplusGT/+Class/DoublyFedInductionGenerator.asv @@ -0,0 +1,490 @@ +% This class defines the model of doubly-fed induction generator (DFIG). + +% Author(s): Duange Guo + +%% Notes +% +% This model is in SI, not p.u. +% The Asynchrnous Machine is in load convention +% and GSC is in Generator convention +% Control schemes like MPPT and Low voltage protection are neglected +% Outer PI controllers for Q are also neglected +% The rotor quantities are referred to the stator +% The system dynamic is in global steady frame, which is different from +% other apparatus. +% + +%% Class + +classdef DoublyFedInductionGenerator < SimplusGT.Class.ModelAdvance + + methods + % Constructor + function obj = DoublyFedInductionGenerator(varargin) + setProperties(obj,nargin,varargin{:}); + end + end + + methods(Static) + + function [State,Input,Output] = SignalList(obj) + State = {'w_m',... % Induction + 'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... + 'Turbine_w', 'shaft_w'... % Axis + 'Phi_ra', 'Phi_rc','Phi_rb',... % RSC control + 'V_dc',... + 'i_gd', 'i_gq',... % Filter + 'Phi_ga', 'Phi_gc', 'Phi_gb',... % GSC control + 'Phipllr', 'theta_pllr',... % PLL_RSC + 'Phipllg', 'theta_pllg'}; + Input = {'v_d', 'v_q',... % Global voltage + 'wm_ref', 'Vdc_ref',... + 'Ird_ref', 'Igq_ref'}; + Output = {'i_d', 'i_q',... % Global Current + 'w_m', 'V_dc','T_e',... + 'theta_r', 'theta_g',... + 'u_rd', 'u_rq', 'I_rd', 'I_rq',... + 'vrefd', 'vrefq', 'i_gd', 'i_gq'}; + end + + % Calculate the equilibrium + % The equilibrium is determined by the power flow data and apparatus's + % own paramters.This function will be called once, at the + % beginneing of simulation. + function [x_e,u_e,xi] = Equilibrium(obj) + % Get the power PowerFlow values + P = obj.PowerFlow(1); + Q = obj.PowerFlow(2); + V = obj.PowerFlow(3); + xi = obj.PowerFlow(4); + w = obj.PowerFlow(5); + + % Base Value + f = obj.Para(1); + p = 2; + w_g = 2*pi*f; + Sbase = obj.Para(2); + Vbase = obj.Para(3); + Ibase = Sbase/(sqrt(3)*Vbase); + wbase = w_g; + Zbase = Vbase^2/Sbase; + Lbase = Zbase/w_g; + Tbase = Sbase/(w_g/p); + + % Reference + Vdc_ref = obj.Para(4); + Igq_ref = obj.Para(5); + + % Default parameters: + % Induction Motor + Hg = 0.8; + J = (2*Hg*p^2*Sbase)/w_g^2; + Rs = 0.011*Zbase; + Rr = 1.1*Rs; + Lm = 4*Lbase; + Ls = 1.01*Lm; + Lr = 1.01*Lm; + % Wind Turbine + rho = 1.225; + R = 44; + Pitch = 0; + N = 100; + Ksh = 1.2543e+04; + D_mutual = 2.5e3; + H_WT = 0.4; + wind = 12; + % RSC + sigma = 1- Lm^2/(Ls*Lr); + tau_i = (sigma*Lr)/Rr; + tau_n = Hg/16; + wni = 1/tau_i; + wnn = 1/tau_n; + KPn = (2*wnn*J)/p; + KIn = ((wnn^2)*J)/p; + KPq = (2*wni*sigma*Lr)-Rr; + KIq = (wni^2)*Lr*sigma; + KPd = (2*wni*sigma*Lr)-Rr; + KId = (wni^2)*Lr*sigma; + % AC Filter + Lg = 483e-6; + Rg = 20e-6; + % DC Capacitor + C_bus = 80e-3; + % GSC + K_pg = 1/(1.5*Vbase); + K_qg = -K_pg; + KP_V = -1000; + KI_V = -300000; + KPdg = 2*(f*2*pi)*Lg - Rg; + KIdg = Lg*(f*2*pi)^2; + KPqg = KPdg; + KIqg = KIdg; + % PLL - 4 + rPLLp = obj.Para(6); + rPLLi = obj.Para(7); + gPLLp = obj.Para(8); + gPLLi = obj.Para(9); + + % Calculate equilibrium + S_D0 = P/V; + S_Q0 = Q/V; + S_DQ0 = S_D0 + 1j*S_Q0; + i_abs = abs(S_DQ0); + ui_argdiff = angle(S_DQ0); + i_arg = xi - ui_argdiff; + i_DQ = i_abs * exp(1i * i_arg); + i_Q = imag(i_DQ); % the global current should be output + i_D = real(i_DQ); + v_DQ = V * exp(1i * xi); + v_d = real(v_DQ); % the global voltage should be input + v_q = imag(v_DQ); + + syms Phipllr theta_pllr Phipllg theta_pllg w_m... + Psi_ds Psi_dr Psi_qs Psi_qr... + Turbine_w shaft_w... + Phi_ra Phi_rc Phi_rb... + V_dc i_gd i_gq... + Phi_ga Phi_gc Phi_gb... + Ird_ref wm_ref + + Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... + -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL + Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... + -sin(theta_pllg) cos(theta_pllg)]; + vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL + Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... + sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + Tg_dqDQ = [cos(theta_pllg) -sin(theta_pllg);... + sin(theta_pllg) cos(theta_pllg)]; + u_sd = vr_dq_real(1); + u_sq = vr_dq_real(2); + u_gd = vg_dq_real(1); + u_gq = vg_dq_real(2); +% eqnd = u_sq/Vbase - V == 0; +% eqnq = u_gd/Vbase - V == 0; +% [pllr pllg] = solve(eval([eqnd, eqnq]),[theta_pllr theta_pllg]); +% theta_pllr = real(vpa(pllr(2))); +% theta_pllg = real(vpa(pllg(2))); + theta_pllr = xi; + theta_pllg = xi; + Phipllr = wbase; + Phipllg = wbase; + + u_sd = round(eval(u_sd)); + u_sq = round(eval(u_sq)); + u_gd = round(eval(u_gd)); + u_gq = round(eval(u_gq)); + + % Turbine and Axis + lambda = Turbine_w/N * R / wind; + lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); + Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); + P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; + T_wt = -P_wt/(Turbine_w/N)/N; + T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); + % Induction + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; + I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); + w_r = w_g - w_m; + T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); + % RSC + alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; + PHI = sqrt(Psi_ds^2 + Psi_qs^2); + compensatord = w_r*I_rq*(-alpha2); + compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; + u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); + Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); + u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); + % GSC + compensatorgd = - w_g*Lg*i_gq; + compensatorgq = + w_g*Lg*i_gd; + vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; + Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; + vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; + % Output + P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); + P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); + is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; + ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; + i_d = is_dq_pu(1)-ig_dq_pu(1); + i_q = is_dq_pu(2)-ig_dq_pu(2); + + eqn1 = (p/J)*(T_e - T_shaft) == 0; % state1 + eqn2 = (1/(2*H_WT))*(T_wt - T_shaft) == 0;% state20 + eqn3 = Turbine_w - w_m/p; % state21 + eqn4 = u_sd - Rs*I_sd + w_g*Psi_qs == 0; % state2 + eqn5 = u_sq - Rs*I_sq - w_g*Psi_ds == 0; % state3 + eqn6 = u_rd - Rr*I_rd + w_r*Psi_qr == 0; % state4 + eqn7 = u_rq - Rr*I_rq - w_r*Psi_dr == 0; % state5 + eqn8 = KId*(Ird_ref - I_rd) == 0; + eqn9 = KIn*(wm_ref - w_m) == 0; + eqn10 = KIq*(Irq_ref - I_rq) == 0; + eqn11 = (1/(C_bus*V_dc))*(-P_gsc-P_rsc) == 0; + eqn12 = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq) == 0; + eqn13 = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd) == 0; + eqn14 = KIqg*(Igq_ref - i_gq) == 0; + eqn15 = KI_V*(Vdc_ref - V_dc) == 0; + eqn16 = KIdg*(Igd_ref - i_gd) == 0; + eqn17 = i_d == i_D; + eqn18 = i_q == i_Q; + + [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... + Phi_ra Phi_rc Phi_rb... + V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref]... + = vpasolve(eval([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7,... + eqn8, eqn9, eqn10, eqn11, eqn12, eqn13, eqn14,... + eqn15, eqn16, eqn17, eqn18]),... + [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... + Phi_ra Phi_rc Phi_rb... + V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref],... + [40,300;-2*w_g,2*w_g;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... + -inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... + -inf,inf;-inf,inf;-inf,inf;-2*w_g,2*w_g;-inf,inf]); + + % Set equilibrium + x_e = eval([w_m;... + Psi_ds; Psi_qs; Psi_dr; Psi_qr;... + Turbine_w; shaft_w;... + Phi_ra; Phi_rc; Phi_rb;... + V_dc;... + i_gd; i_gq;... + Phi_ga; Phi_gc; Phi_gb;... + Phipllr; theta_pllr;... + Phipllg; theta_pllg]); + u_e = eval([v_d; v_q; wm_ref; Vdc_ref; Ird_ref; Igq_ref]); + xi = xi; + end + + % State space model + function [Output] = StateSpaceEqu(obj,x,u,CallFlag) + % Get parameter + % Base Value + f = obj.Para(1); + p = 2; + w_g = 2*pi*f; + Sbase = obj.Para(2); + Vbase = obj.Para(3); + Ibase = Sbase/(sqrt(3)*Vbase); + wbase = w_g; + Zbase = Vbase^2/Sbase; + Lbase = Zbase/w_g; + Tbase = Sbase/(w_g/p); + + % Reference + Vdc_ref = 1200; + Igq_ref = obj.Para(3); + usd_ref = 0; + ugq_ref = 0; + + % Default parameters: + % Induction Motor + Hg = 0.8; + J = (2*Hg*p^2*Sbase)/w_g^2; + Rs = 0.011*Zbase; + Rr = 1.1*Rs; + Lm = 4*Lbase; + Ls = 1.01*Lm; + Lr = 1.01*Lm; + % Wind Turbine + rho = 1.225; + R = 44; + Pitch = 0; + N = 100; + Ksh = 1.2543e+04; + D_mutual = 2.5e3; + H_WT = 0.4; + wind = 12; + % RSC + sigma = 1- Lm^2/(Ls*Lr); + tau_i = (sigma*Lr)/Rr; + tau_n = Hg/16; + wni = 1/tau_i; + wnn = 1/tau_n; + KPn = (2*wnn*J)/p; + KIn = ((wnn^2)*J)/p; + KPq = (2*wni*sigma*Lr)-Rr; + KIq = (wni^2)*Lr*sigma; + KPd = (2*wni*sigma*Lr)-Rr; + KId = (wni^2)*Lr*sigma; + % AC Filter + Lg = 483e-6; + Rg = 20e-6; + % DC Capacitor + C_bus = 80e-3; + % GSC + K_pg = 1/(1.5*Vbase); + K_qg = -K_pg; + KP_V = -1000; + KI_V = -300000; + KPdg = 2*(f*2*pi)*Lg - Rg; + KIdg = Lg*(f*2*pi)^2; + KPqg = KPdg; + KIqg = KIdg; + % PLL - 4 + rPLLp = obj.Para(6); + rPLLi = obj.Para(7); + gPLLp = obj.Para(8); + gPLLi = obj.Para(9); + + % Saturation and limit + pitch_max = 27; + pitch_rate = 10; + + % Get state + w_m = x(1); + Psi_ds = x(2); + Psi_qs = x(3); + Psi_dr = x(4); + Psi_qr = x(5); + Turbine_w = x(6); + shaft_w = x(7); + Phi_ra = x(8); + Phi_rc = x(9); + Phi_rb = x(10); + V_dc = x(11); + i_gd = x(12); + i_gq = x(13); + Phi_ga = x(14); + Phi_gc = x(15); + Phi_gb = x(16); + Phipllr = x(17); + theta_pllr = x(18); + Phipllg = x(19); + theta_pllg = x(20); + + % Get input + v_d = u(1); + v_q = u(2); + wm_ref = u(3); + Vdc_ref = u(4); + Ird_ref = u(5); + Igq_ref = u(6); + + % State space equations + % dx/dt = f(x,u) + % y = g(x,u) + if CallFlag == 1 + % ### Call state equation: dx/dt = f(x,u) + % PLL + Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... + -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL + Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... + -sin(theta_pllg) cos(theta_pllg)]; + vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL + u_sd = vr_dq_real(1); + u_sq = vr_dq_real(2); + u_gd = vg_dq_real(1); + u_gq = vg_dq_real(2); + + Pitch = 0; + lambda = Turbine_w/N * R / wind; + lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); + Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); + P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; + T_wt = -P_wt/(Turbine_w/N)/N; + T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); + + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; + I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); + w_r = w_g - w_m; + T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); + + alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; + PHI = sqrt(Psi_ds^2 + Psi_qs^2); + compensatord = w_r*I_rq*(-alpha2); + compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; + u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); + Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); + u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); + + compensatorgd = - w_g*Lg*i_gq; + compensatorgq = + w_g*Lg*i_gd; + vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; + Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; + vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; + + P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); + P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); + + dw_m = (p/J)*(T_e - T_shaft); + dPsi_ds = u_sd - Rs*I_sd + w_g*Psi_qs; + dPsi_qs = u_sq - Rs*I_sq - w_g*Psi_ds; + dPsi_dr = u_rd - Rr*I_rd + w_r*Psi_qr; + dPsi_qr = u_rq - Rr*I_rq - w_r*Psi_dr; + dTurbine_w = (1/(2*H_WT))*(T_wt - T_shaft); + dshaft_w = Turbine_w - w_m/p; + dPhi_ra = KId*(Ird_ref - I_rd); + dPhi_rc = KIn*(wm_ref - w_m); + dPhi_rb = KIq*(Irq_ref - I_rq); + dVdc = (1/(C_bus*V_dc))*(-P_gsc-P_rsc); + di_gd = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq); + di_gq = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd); + dPhi_ga = KIqg*(Igq_ref - i_gq); + dPhi_gc = KI_V*(Vdc_ref - V_dc); + dPhi_gb = KIdg*(Igd_ref - i_gd); + dPhipllr = -rPLLi*(u_sd/Vbase - usd_ref); + dtheta_pllr = Phipllr - rPLLp*(u_sd/Vbase - usd_ref); + dPhipllg = gPLLi*(u_gq/Vbase - ugq_ref); + dtheta_pllg = Phipllg + gPLLp*(u_gq/Vbase - ugq_ref); + + f_xu = [dw_m; ... + dPsi_ds; dPsi_qs; dPsi_dr; dPsi_qr;... + dTurbine_w; dshaft_w;... + dPhi_ra; dPhi_rc; dPhi_rb;... + dVdc;... + di_gd; di_gq;... + dPhi_ga; dPhi_gc; dPhi_gb;... + dPhipllr; dtheta_pllr;... + dPhipllg; dtheta_pllg]; + Output = f_xu; + + elseif CallFlag == 2 + % ### Call output equation: y = g(x,u) + % Just be careful that the input and output must coincide + % with the signal sequence as well as the ports in simulink model. + + Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); + I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; + I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); + w_r = w_g - w_m; + + T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); +% T_e = p*Lm*(I_rd*I_sq - I_sd*I_rq); + + alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; + PHI = sqrt(Psi_ds^2 + Psi_qs^2); + compensatord = w_r*I_rq*(-alpha2); + compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; + u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); + Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); + u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); + + compensatorgd = - w_g*Lg*i_gq; + compensatorgq = + w_g*Lg*i_gd; + vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; + Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; + vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; + + Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... + sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + Tg_dqDQ = [cos(-theta_pllg) sin(-theta_pllg);... + -sin(-theta_pllg) cos(-theta_pllg)]; + + is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; + ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; + + i_d = is_dq_pu(1) - ig_dq_pu(1); + i_q = is_dq_pu(2) - ig_dq_pu(2); + + g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_pllr; theta_pllg;... + u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq]; + Output = g_xu; + end + end + + end +end diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.m b/+SimplusGT/+Class/DoublyFedInductionGenerator.m index a3b0bf31..ec06319c 100644 --- a/+SimplusGT/+Class/DoublyFedInductionGenerator.m +++ b/+SimplusGT/+Class/DoublyFedInductionGenerator.m @@ -5,7 +5,7 @@ %% Notes % % This model is in SI, not p.u. -% Asynchrnous Machine is in load convention +% The Asynchrnous Machine is in load convention % and GSC is in Generator convention % Control schemes like MPPT and Low voltage protection are neglected % Outer PI controllers for Q are also neglected @@ -147,25 +147,29 @@ Phi_ga Phi_gc Phi_gb... Ird_ref wm_ref - theta_r = theta_pllr - pi; - theta_g = theta_pllg; - Tr_DQdq = [cos(theta_r) -sin(theta_r); sin(theta_r) cos(theta_r)]; + Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... + -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_g) -sin(theta_g); sin(theta_g) cos(theta_g)]; + Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... + -sin(theta_pllg) cos(theta_pllg)]; vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL - Tr_dqDQ = [cos(-theta_r) -sin(-theta_r); sin(-theta_r) cos(-theta_r)]; - Tg_dqDQ = [cos(-theta_g) -sin(-theta_g); sin(-theta_g) cos(-theta_g)]; + Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... + sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + Tg_dqDQ = [cos(theta_pllg) -sin(theta_pllg);... + sin(theta_pllg) cos(theta_pllg)]; u_sd = vr_dq_real(1); u_sq = vr_dq_real(2); u_gd = vg_dq_real(1); u_gq = vg_dq_real(2); - eqnd = u_sq/Vbase - V == 0; % state14 - eqnq = u_gd/Vbase - V == 0; % state16 - [pllr pllg] = solve(eval([eqnd, eqnq]),[theta_pllr theta_pllg]); - theta_pllr = real(vpa(pllr(2))); - theta_pllg = real(vpa(pllg(2))); - Phipllr = wbase; % state15 - Phipllg = wbase; % state17 +% eqnd = u_sq/Vbase - V == 0; +% eqnq = u_gd/Vbase - V == 0; +% [pllr pllg] = solve(eval([eqnd, eqnq]),[theta_pllr theta_pllg]); +% theta_pllr = real(vpa(pllr(2))); +% theta_pllg = real(vpa(pllg(2))); + theta_pllr = xi; + theta_pllg = xi; + Phipllr = wbase; + Phipllg = wbase; u_sd = round(eval(u_sd)); u_sq = round(eval(u_sq)); @@ -364,16 +368,16 @@ if CallFlag == 1 % ### Call state equation: dx/dt = f(x,u) % PLL - theta_r = theta_pllr - pi; - theta_g = theta_pllg; - Tr_DQdq = [cos(theta_r) -sin(theta_r); sin(theta_r) cos(theta_r)]; + Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... + -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_g) -sin(theta_g); sin(theta_g) cos(theta_g)]; + Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... + -sin(theta_pllg) cos(theta_pllg)]; vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL u_sd = vr_dq_real(1); u_sq = vr_dq_real(2); u_gd = vg_dq_real(1); - u_gq = -vg_dq_real(2); + u_gq = vg_dq_real(2); Pitch = 0; lambda = Turbine_w/N * R / wind; @@ -422,8 +426,8 @@ dPhi_ga = KIqg*(Igq_ref - i_gq); dPhi_gc = KI_V*(Vdc_ref - V_dc); dPhi_gb = KIdg*(Igd_ref - i_gd); - dPhipllr = rPLLi*(u_sd/Vbase - usd_ref); - dtheta_pllr = Phipllr + rPLLp*(u_sd/Vbase-usd_ref); + dPhipllr = -rPLLi*(u_sd/Vbase - usd_ref); + dtheta_pllr = Phipllr - rPLLp*(u_sd/Vbase - usd_ref); dPhipllg = gPLLi*(u_gq/Vbase - ugq_ref); dtheta_pllg = Phipllg + gPLLp*(u_gq/Vbase - ugq_ref); @@ -449,6 +453,7 @@ w_r = w_g - w_m; T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); +% T_e = p*Lm*(I_rd*I_sq - I_sd*I_rq); alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; PHI = sqrt(Psi_ds^2 + Psi_qs^2); @@ -463,12 +468,11 @@ vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - - theta_r = theta_pllr - pi; - theta_g = theta_pllg; - Tr_dqDQ = [cos(-theta_r) -sin(-theta_r); sin(-theta_r) cos(-theta_r)]; - Tg_dqDQ = [cos(-theta_g) -sin(-theta_g); sin(-theta_g) cos(-theta_g)]; + Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... + sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + Tg_dqDQ = [cos(-theta_pllg) sin(-theta_pllg);... + -sin(-theta_pllg) cos(-theta_pllg)]; is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; @@ -476,7 +480,7 @@ i_d = is_dq_pu(1) - ig_dq_pu(1); i_q = is_dq_pu(2) - ig_dq_pu(2); - g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_r; theta_g;... + g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_pllr; theta_pllg;... u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq]; Output = g_xu; end diff --git a/+SimplusGT/+Toolbox/Main.m b/+SimplusGT/+Toolbox/Main.m index 885870ab..1a1ba4ff 100644 --- a/+SimplusGT/+Toolbox/Main.m +++ b/+SimplusGT/+Toolbox/Main.m @@ -162,8 +162,6 @@ SimplusGT.Toolbox.ApparatusModelCreate(ApparatusBus{i},ApparatusType{i},ApparatusPowerFlow{i},Para{i},Ts,ListBusNew); x_e{i} = ApparatusEqui{i}{1}; u_e{i} = ApparatusEqui{i}{2}; - disp("Here!") - disp(OtherInputs{i}) end clear('i'); diff --git a/+SimplusGT/+Toolbox/RearrangeListApparatus.m b/+SimplusGT/+Toolbox/RearrangeListApparatus.m index d69919e9..ff924f5e 100644 --- a/+SimplusGT/+Toolbox/RearrangeListApparatus.m +++ b/+SimplusGT/+Toolbox/RearrangeListApparatus.m @@ -197,10 +197,10 @@ Para0060.Vbase = 690; % Rated Voltage Para0060.Vdc_ref = 1200; % Voltage of the DC Capacitor Para0060.Igq_ref = 0; % The Q from the GSC -Para0060.rPLLp = 220; % p in the RSC PLL -Para0060.rPLLi = 4500; % i in the RSC PLL -Para0060.gPLLp = 250; -Para0060.gPLLi = 3200; +Para0060.rPLLp = 800; % p in the RSC PLL +Para0060.rPLLi = 16000; % i in the RSC PLL +Para0060.gPLLp = 800; +Para0060.gPLLi = 16000; % ====================================== % Ac infinite bus (short-circuit in small-signal) diff --git a/Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.json b/Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.json index fefb88fa..a28561f9 100644 --- a/Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.json +++ b/Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.json @@ -21,7 +21,7 @@ "PowerFlowAlgorithm": 1, "EnableCreateSimulinkModel": 1, "EnablePlotPole": 1, - "EnablePlotAdmittance": 0, + "EnablePlotAdmittance": 1, "EnablePrintOutput": 1 } @@ -74,7 +74,7 @@ "FromBus": 1, "ToBus": 2, "R": 0.02, - "wL": 0.65, + "wL": 0.00, "wC": 0, "G": 0, "TurnsRatio": 1 @@ -115,10 +115,10 @@ "Vbase": 690, "Vdc_ref": 1200, "Igq_ref": 0, - "rPLLp": 220, - "rPLLi": 4500, - "gPLLp": 250, - "gPLLi": 3200 + "rPLLp": 800, + "rPLLi": 16000, + "gPLLp": 800, + "gPLLi": 16000 } diff --git a/Examples/AcPowerSystem/SingleApparatusInfiniteBus/DFIGInfiniteBus.xlsx 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zk5}!ASV@pSlhv|dyD!z=BY$nb!f%E^fVxn<+Xen%|COQQ zx6SB($neK#^iLN4e>T|rJ4@$p4Jgh8}&jGX`1mifP2ng2xmDDlfH|(DW7yjb^Db4gF_+uef289gMmdS|B3iN>;;qo From 9591ace889072d779992dff63e7a1e14238faaeb Mon Sep 17 00:00:00 2001 From: Gregory Guo <148469282+gdg1999@users.noreply.github.com> Date: Sat, 2 Nov 2024 19:38:44 +0800 Subject: [PATCH 5/9] delete useless files delete useless files --- .../+Class/DoublyFedInductionGenerator.asv | 490 ---- .../+Class/DoublyFedInductionGenerator.m | 24 +- +SimplusGT/+Toolbox/RearrangeListApparatus.m | 39 + .gitignore | 5 + .../IEEE_14BusDFIG/IEEE_14Bus.xlsx | Bin 29451 -> 0 bytes .../IEEE_14BusDFIG/IEEE_14BusDFIG.json | 794 +++++++ .../IEEE_14BusDFIG/IEEE_14BusDFIG.xlsx | Bin 0 -> 15895 bytes .../IEEE_14BusDFIG/IEEE_14BusFullOrder.xlsx | Bin 16202 -> 0 bytes .../IEEE_14BusFullOrder.json | 870 +++++++ .../IEEE_14BusFullOrder.xlsx | Bin 16202 -> 16182 bytes .../IEEE_39BusFullOrder.json | 2020 +++++++++++++++++ .../IEEE_39BusFullOrder.xlsx | Bin 0 -> 19909 bytes .../IEEE_39bus_layout_new_England_system.png | Bin 0 -> 103122 bytes .../IEEE_39BusFullOrder/Notes.txt | 1 + .../DFIGInfiniteBus.json | 2 +- Library/mymodel_v1.slx.autosave | Bin 41438 -> 0 bytes UserMain.m | 6 +- mymodel_v1.slx.autosave | Bin 19954 -> 0 bytes precious.slxc | Bin 5273 -> 0 bytes 19 files changed, 3751 insertions(+), 500 deletions(-) delete mode 100644 +SimplusGT/+Class/DoublyFedInductionGenerator.asv delete mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14Bus.xlsx create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14BusDFIG.json create mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14BusDFIG.xlsx delete mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14BusFullOrder.xlsx create mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/IEEE_14BusFullOrder.json create mode 100644 Examples/AcPowerSystem/IEEE_39BusFullOrder/IEEE_39BusFullOrder.json create mode 100644 Examples/AcPowerSystem/IEEE_39BusFullOrder/IEEE_39BusFullOrder.xlsx create mode 100644 Examples/AcPowerSystem/IEEE_39BusFullOrder/IEEE_39bus_layout_new_England_system.png create mode 100644 Examples/AcPowerSystem/IEEE_39BusFullOrder/Notes.txt delete mode 100644 Library/mymodel_v1.slx.autosave delete mode 100644 mymodel_v1.slx.autosave delete mode 100644 precious.slxc diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.asv b/+SimplusGT/+Class/DoublyFedInductionGenerator.asv deleted file mode 100644 index ec06319c..00000000 --- a/+SimplusGT/+Class/DoublyFedInductionGenerator.asv +++ /dev/null @@ -1,490 +0,0 @@ -% This class defines the model of doubly-fed induction generator (DFIG). - -% Author(s): Duange Guo - -%% Notes -% -% This model is in SI, not p.u. -% The Asynchrnous Machine is in load convention -% and GSC is in Generator convention -% Control schemes like MPPT and Low voltage protection are neglected -% Outer PI controllers for Q are also neglected -% The rotor quantities are referred to the stator -% The system dynamic is in global steady frame, which is different from -% other apparatus. -% - -%% Class - -classdef DoublyFedInductionGenerator < SimplusGT.Class.ModelAdvance - - methods - % Constructor - function obj = DoublyFedInductionGenerator(varargin) - setProperties(obj,nargin,varargin{:}); - end - end - - methods(Static) - - function [State,Input,Output] = SignalList(obj) - State = {'w_m',... % Induction - 'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... - 'Turbine_w', 'shaft_w'... % Axis - 'Phi_ra', 'Phi_rc','Phi_rb',... % RSC control - 'V_dc',... - 'i_gd', 'i_gq',... % Filter - 'Phi_ga', 'Phi_gc', 'Phi_gb',... % GSC control - 'Phipllr', 'theta_pllr',... % PLL_RSC - 'Phipllg', 'theta_pllg'}; - Input = {'v_d', 'v_q',... % Global voltage - 'wm_ref', 'Vdc_ref',... - 'Ird_ref', 'Igq_ref'}; - Output = {'i_d', 'i_q',... % Global Current - 'w_m', 'V_dc','T_e',... - 'theta_r', 'theta_g',... - 'u_rd', 'u_rq', 'I_rd', 'I_rq',... - 'vrefd', 'vrefq', 'i_gd', 'i_gq'}; - end - - % Calculate the equilibrium - % The equilibrium is determined by the power flow data and apparatus's - % own paramters.This function will be called once, at the - % beginneing of simulation. - function [x_e,u_e,xi] = Equilibrium(obj) - % Get the power PowerFlow values - P = obj.PowerFlow(1); - Q = obj.PowerFlow(2); - V = obj.PowerFlow(3); - xi = obj.PowerFlow(4); - w = obj.PowerFlow(5); - - % Base Value - f = obj.Para(1); - p = 2; - w_g = 2*pi*f; - Sbase = obj.Para(2); - Vbase = obj.Para(3); - Ibase = Sbase/(sqrt(3)*Vbase); - wbase = w_g; - Zbase = Vbase^2/Sbase; - Lbase = Zbase/w_g; - Tbase = Sbase/(w_g/p); - - % Reference - Vdc_ref = obj.Para(4); - Igq_ref = obj.Para(5); - - % Default parameters: - % Induction Motor - Hg = 0.8; - J = (2*Hg*p^2*Sbase)/w_g^2; - Rs = 0.011*Zbase; - Rr = 1.1*Rs; - Lm = 4*Lbase; - Ls = 1.01*Lm; - Lr = 1.01*Lm; - % Wind Turbine - rho = 1.225; - R = 44; - Pitch = 0; - N = 100; - Ksh = 1.2543e+04; - D_mutual = 2.5e3; - H_WT = 0.4; - wind = 12; - % RSC - sigma = 1- Lm^2/(Ls*Lr); - tau_i = (sigma*Lr)/Rr; - tau_n = Hg/16; - wni = 1/tau_i; - wnn = 1/tau_n; - KPn = (2*wnn*J)/p; - KIn = ((wnn^2)*J)/p; - KPq = (2*wni*sigma*Lr)-Rr; - KIq = (wni^2)*Lr*sigma; - KPd = (2*wni*sigma*Lr)-Rr; - KId = (wni^2)*Lr*sigma; - % AC Filter - Lg = 483e-6; - Rg = 20e-6; - % DC Capacitor - C_bus = 80e-3; - % GSC - K_pg = 1/(1.5*Vbase); - K_qg = -K_pg; - KP_V = -1000; - KI_V = -300000; - KPdg = 2*(f*2*pi)*Lg - Rg; - KIdg = Lg*(f*2*pi)^2; - KPqg = KPdg; - KIqg = KIdg; - % PLL - 4 - rPLLp = obj.Para(6); - rPLLi = obj.Para(7); - gPLLp = obj.Para(8); - gPLLi = obj.Para(9); - - % Calculate equilibrium - S_D0 = P/V; - S_Q0 = Q/V; - S_DQ0 = S_D0 + 1j*S_Q0; - i_abs = abs(S_DQ0); - ui_argdiff = angle(S_DQ0); - i_arg = xi - ui_argdiff; - i_DQ = i_abs * exp(1i * i_arg); - i_Q = imag(i_DQ); % the global current should be output - i_D = real(i_DQ); - v_DQ = V * exp(1i * xi); - v_d = real(v_DQ); % the global voltage should be input - v_q = imag(v_DQ); - - syms Phipllr theta_pllr Phipllg theta_pllg w_m... - Psi_ds Psi_dr Psi_qs Psi_qr... - Turbine_w shaft_w... - Phi_ra Phi_rc Phi_rb... - V_dc i_gd i_gq... - Phi_ga Phi_gc Phi_gb... - Ird_ref wm_ref - - Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... - -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... - -sin(theta_pllg) cos(theta_pllg)]; - vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL - Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... - sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - Tg_dqDQ = [cos(theta_pllg) -sin(theta_pllg);... - sin(theta_pllg) cos(theta_pllg)]; - u_sd = vr_dq_real(1); - u_sq = vr_dq_real(2); - u_gd = vg_dq_real(1); - u_gq = vg_dq_real(2); -% eqnd = u_sq/Vbase - V == 0; -% eqnq = u_gd/Vbase - V == 0; -% [pllr pllg] = solve(eval([eqnd, eqnq]),[theta_pllr theta_pllg]); -% theta_pllr = real(vpa(pllr(2))); -% theta_pllg = real(vpa(pllg(2))); - theta_pllr = xi; - theta_pllg = xi; - Phipllr = wbase; - Phipllg = wbase; - - u_sd = round(eval(u_sd)); - u_sq = round(eval(u_sq)); - u_gd = round(eval(u_gd)); - u_gq = round(eval(u_gq)); - - % Turbine and Axis - lambda = Turbine_w/N * R / wind; - lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); - Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); - P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; - T_wt = -P_wt/(Turbine_w/N)/N; - T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); - % Induction - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; - I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); - w_r = w_g - w_m; - T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); - % RSC - alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; - PHI = sqrt(Psi_ds^2 + Psi_qs^2); - compensatord = w_r*I_rq*(-alpha2); - compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; - u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); - Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); - u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - % GSC - compensatorgd = - w_g*Lg*i_gq; - compensatorgq = + w_g*Lg*i_gd; - vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; - Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; - vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - % Output - P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); - P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); - is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; - ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; - i_d = is_dq_pu(1)-ig_dq_pu(1); - i_q = is_dq_pu(2)-ig_dq_pu(2); - - eqn1 = (p/J)*(T_e - T_shaft) == 0; % state1 - eqn2 = (1/(2*H_WT))*(T_wt - T_shaft) == 0;% state20 - eqn3 = Turbine_w - w_m/p; % state21 - eqn4 = u_sd - Rs*I_sd + w_g*Psi_qs == 0; % state2 - eqn5 = u_sq - Rs*I_sq - w_g*Psi_ds == 0; % state3 - eqn6 = u_rd - Rr*I_rd + w_r*Psi_qr == 0; % state4 - eqn7 = u_rq - Rr*I_rq - w_r*Psi_dr == 0; % state5 - eqn8 = KId*(Ird_ref - I_rd) == 0; - eqn9 = KIn*(wm_ref - w_m) == 0; - eqn10 = KIq*(Irq_ref - I_rq) == 0; - eqn11 = (1/(C_bus*V_dc))*(-P_gsc-P_rsc) == 0; - eqn12 = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq) == 0; - eqn13 = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd) == 0; - eqn14 = KIqg*(Igq_ref - i_gq) == 0; - eqn15 = KI_V*(Vdc_ref - V_dc) == 0; - eqn16 = KIdg*(Igd_ref - i_gd) == 0; - eqn17 = i_d == i_D; - eqn18 = i_q == i_Q; - - [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... - Phi_ra Phi_rc Phi_rb... - V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref]... - = vpasolve(eval([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7,... - eqn8, eqn9, eqn10, eqn11, eqn12, eqn13, eqn14,... - eqn15, eqn16, eqn17, eqn18]),... - [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... - Phi_ra Phi_rc Phi_rb... - V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref],... - [40,300;-2*w_g,2*w_g;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... - -inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... - -inf,inf;-inf,inf;-inf,inf;-2*w_g,2*w_g;-inf,inf]); - - % Set equilibrium - x_e = eval([w_m;... - Psi_ds; Psi_qs; Psi_dr; Psi_qr;... - Turbine_w; shaft_w;... - Phi_ra; Phi_rc; Phi_rb;... - V_dc;... - i_gd; i_gq;... - Phi_ga; Phi_gc; Phi_gb;... - Phipllr; theta_pllr;... - Phipllg; theta_pllg]); - u_e = eval([v_d; v_q; wm_ref; Vdc_ref; Ird_ref; Igq_ref]); - xi = xi; - end - - % State space model - function [Output] = StateSpaceEqu(obj,x,u,CallFlag) - % Get parameter - % Base Value - f = obj.Para(1); - p = 2; - w_g = 2*pi*f; - Sbase = obj.Para(2); - Vbase = obj.Para(3); - Ibase = Sbase/(sqrt(3)*Vbase); - wbase = w_g; - Zbase = Vbase^2/Sbase; - Lbase = Zbase/w_g; - Tbase = Sbase/(w_g/p); - - % Reference - Vdc_ref = 1200; - Igq_ref = obj.Para(3); - usd_ref = 0; - ugq_ref = 0; - - % Default parameters: - % Induction Motor - Hg = 0.8; - J = (2*Hg*p^2*Sbase)/w_g^2; - Rs = 0.011*Zbase; - Rr = 1.1*Rs; - Lm = 4*Lbase; - Ls = 1.01*Lm; - Lr = 1.01*Lm; - % Wind Turbine - rho = 1.225; - R = 44; - Pitch = 0; - N = 100; - Ksh = 1.2543e+04; - D_mutual = 2.5e3; - H_WT = 0.4; - wind = 12; - % RSC - sigma = 1- Lm^2/(Ls*Lr); - tau_i = (sigma*Lr)/Rr; - tau_n = Hg/16; - wni = 1/tau_i; - wnn = 1/tau_n; - KPn = (2*wnn*J)/p; - KIn = ((wnn^2)*J)/p; - KPq = (2*wni*sigma*Lr)-Rr; - KIq = (wni^2)*Lr*sigma; - KPd = (2*wni*sigma*Lr)-Rr; - KId = (wni^2)*Lr*sigma; - % AC Filter - Lg = 483e-6; - Rg = 20e-6; - % DC Capacitor - C_bus = 80e-3; - % GSC - K_pg = 1/(1.5*Vbase); - K_qg = -K_pg; - KP_V = -1000; - KI_V = -300000; - KPdg = 2*(f*2*pi)*Lg - Rg; - KIdg = Lg*(f*2*pi)^2; - KPqg = KPdg; - KIqg = KIdg; - % PLL - 4 - rPLLp = obj.Para(6); - rPLLi = obj.Para(7); - gPLLp = obj.Para(8); - gPLLi = obj.Para(9); - - % Saturation and limit - pitch_max = 27; - pitch_rate = 10; - - % Get state - w_m = x(1); - Psi_ds = x(2); - Psi_qs = x(3); - Psi_dr = x(4); - Psi_qr = x(5); - Turbine_w = x(6); - shaft_w = x(7); - Phi_ra = x(8); - Phi_rc = x(9); - Phi_rb = x(10); - V_dc = x(11); - i_gd = x(12); - i_gq = x(13); - Phi_ga = x(14); - Phi_gc = x(15); - Phi_gb = x(16); - Phipllr = x(17); - theta_pllr = x(18); - Phipllg = x(19); - theta_pllg = x(20); - - % Get input - v_d = u(1); - v_q = u(2); - wm_ref = u(3); - Vdc_ref = u(4); - Ird_ref = u(5); - Igq_ref = u(6); - - % State space equations - % dx/dt = f(x,u) - % y = g(x,u) - if CallFlag == 1 - % ### Call state equation: dx/dt = f(x,u) - % PLL - Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... - -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... - -sin(theta_pllg) cos(theta_pllg)]; - vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL - u_sd = vr_dq_real(1); - u_sq = vr_dq_real(2); - u_gd = vg_dq_real(1); - u_gq = vg_dq_real(2); - - Pitch = 0; - lambda = Turbine_w/N * R / wind; - lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); - Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); - P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; - T_wt = -P_wt/(Turbine_w/N)/N; - T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); - - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; - I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); - w_r = w_g - w_m; - T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); - - alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; - PHI = sqrt(Psi_ds^2 + Psi_qs^2); - compensatord = w_r*I_rq*(-alpha2); - compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; - u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); - Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); - u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - - compensatorgd = - w_g*Lg*i_gq; - compensatorgq = + w_g*Lg*i_gd; - vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; - Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; - vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - - P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); - P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); - - dw_m = (p/J)*(T_e - T_shaft); - dPsi_ds = u_sd - Rs*I_sd + w_g*Psi_qs; - dPsi_qs = u_sq - Rs*I_sq - w_g*Psi_ds; - dPsi_dr = u_rd - Rr*I_rd + w_r*Psi_qr; - dPsi_qr = u_rq - Rr*I_rq - w_r*Psi_dr; - dTurbine_w = (1/(2*H_WT))*(T_wt - T_shaft); - dshaft_w = Turbine_w - w_m/p; - dPhi_ra = KId*(Ird_ref - I_rd); - dPhi_rc = KIn*(wm_ref - w_m); - dPhi_rb = KIq*(Irq_ref - I_rq); - dVdc = (1/(C_bus*V_dc))*(-P_gsc-P_rsc); - di_gd = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq); - di_gq = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd); - dPhi_ga = KIqg*(Igq_ref - i_gq); - dPhi_gc = KI_V*(Vdc_ref - V_dc); - dPhi_gb = KIdg*(Igd_ref - i_gd); - dPhipllr = -rPLLi*(u_sd/Vbase - usd_ref); - dtheta_pllr = Phipllr - rPLLp*(u_sd/Vbase - usd_ref); - dPhipllg = gPLLi*(u_gq/Vbase - ugq_ref); - dtheta_pllg = Phipllg + gPLLp*(u_gq/Vbase - ugq_ref); - - f_xu = [dw_m; ... - dPsi_ds; dPsi_qs; dPsi_dr; dPsi_qr;... - dTurbine_w; dshaft_w;... - dPhi_ra; dPhi_rc; dPhi_rb;... - dVdc;... - di_gd; di_gq;... - dPhi_ga; dPhi_gc; dPhi_gb;... - dPhipllr; dtheta_pllr;... - dPhipllg; dtheta_pllg]; - Output = f_xu; - - elseif CallFlag == 2 - % ### Call output equation: y = g(x,u) - % Just be careful that the input and output must coincide - % with the signal sequence as well as the ports in simulink model. - - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; - I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); - w_r = w_g - w_m; - - T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); -% T_e = p*Lm*(I_rd*I_sq - I_sd*I_rq); - - alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; - PHI = sqrt(Psi_ds^2 + Psi_qs^2); - compensatord = w_r*I_rq*(-alpha2); - compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; - u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); - Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); - u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - - compensatorgd = - w_g*Lg*i_gq; - compensatorgq = + w_g*Lg*i_gd; - vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; - Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; - vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - - Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... - sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - Tg_dqDQ = [cos(-theta_pllg) sin(-theta_pllg);... - -sin(-theta_pllg) cos(-theta_pllg)]; - - is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; - ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; - - i_d = is_dq_pu(1) - ig_dq_pu(1); - i_q = is_dq_pu(2) - ig_dq_pu(2); - - g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_pllr; theta_pllg;... - u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq]; - Output = g_xu; - end - end - - end -end diff --git a/+SimplusGT/+Class/DoublyFedInductionGenerator.m b/+SimplusGT/+Class/DoublyFedInductionGenerator.m index ec06319c..0e6be025 100644 --- a/+SimplusGT/+Class/DoublyFedInductionGenerator.m +++ b/+SimplusGT/+Class/DoublyFedInductionGenerator.m @@ -44,7 +44,8 @@ 'w_m', 'V_dc','T_e',... 'theta_r', 'theta_g',... 'u_rd', 'u_rq', 'I_rd', 'I_rq',... - 'vrefd', 'vrefq', 'i_gd', 'i_gq'}; + 'vrefd', 'vrefq', 'i_gd', 'i_gq'... + 'u_sd', 'u_sq', 'u_gd', 'u_gq'}; end % Calculate the equilibrium @@ -161,11 +162,7 @@ u_sq = vr_dq_real(2); u_gd = vg_dq_real(1); u_gq = vg_dq_real(2); -% eqnd = u_sq/Vbase - V == 0; -% eqnq = u_gd/Vbase - V == 0; -% [pllr pllg] = solve(eval([eqnd, eqnq]),[theta_pllr theta_pllg]); -% theta_pllr = real(vpa(pllr(2))); -% theta_pllg = real(vpa(pllg(2))); + theta_pllr = xi; theta_pllg = xi; Phipllr = wbase; @@ -480,8 +477,21 @@ i_d = is_dq_pu(1) - ig_dq_pu(1); i_q = is_dq_pu(2) - ig_dq_pu(2); + Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... + -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; + vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL + Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... + -sin(theta_pllg) cos(theta_pllg)]; + vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL + + u_sd = vr_dq_real(1); + u_sq = vr_dq_real(2); + u_gd = vg_dq_real(1); + u_gq = vg_dq_real(2); + g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_pllr; theta_pllg;... - u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq]; + u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq;... + u_sd; u_sq; u_gd; u_gq]; Output = g_xu; end end diff --git a/+SimplusGT/+Toolbox/RearrangeListApparatus.m b/+SimplusGT/+Toolbox/RearrangeListApparatus.m index ff924f5e..4cde5cee 100644 --- a/+SimplusGT/+Toolbox/RearrangeListApparatus.m +++ b/+SimplusGT/+Toolbox/RearrangeListApparatus.m @@ -343,6 +343,45 @@ otherwise error(['Error: parameter overflow, bus ' num2str(AppBus) 'type ' num2str(AppType) '.']); end + elseif floor(AppType/10) == 3 % Detailed Synchronous machine + switch SwitchFlag + case 1; ParaCell{row(i)}.x_d = UserValue; + case 2; ParaCell{row(i)}.x_dd = UserValue; + case 3; ParaCell{row(i)}.x_ddd = UserValue; + case 4; ParaCell{row(i)}.x_q = UserValue; + case 5; ParaCell{row(i)}.x_qd = UserValue; + case 6; ParaCell{row(i)}.x_qdd = UserValue; + case 7; ParaCell{row(i)}.x_l = UserValue; + case 8; ParaCell{row(i)}.R_a = UserValue; + case 9; ParaCell{row(i)}.T_dd = UserValue; + case 10; ParaCell{row(i)}.T_ddd = UserValue; + case 11; ParaCell{row(i)}.T_qd = UserValue; + case 12; ParaCell{row(i)}.T_qdd = UserValue; + case 13; ParaCell{row(i)}.H = UserValue; + case 14; ParaCell{row(i)}.SaturationA = UserValue; + case 15; ParaCell{row(i)}.SaturationB = UserValue; + case 16; ParaCell{row(i)}.SaturationN = UserValue; + case 17; ParaCell{row(i)}.D = UserValue; + case 18; ParaCell{row(i)}.SpeedPara = UserValue; + case 19; ParaCell{row(i)}.K_A = UserValue; + case 20; ParaCell{row(i)}.EnableSaturation = UserValue; + otherwise + error(['Error: parameter overflow, bus ' num2str(AppBus) 'type ' num2str(AppType) '.']); + end + elseif floor(AppType/10) == 6 % Doubly-fed Induction Generator + switch SwitchFlag + case 1; ParaCell{row(i)}.f = UserValue; + case 2; ParaCell{row(i)}.Sbase = UserValue; + case 3; ParaCell{row(i)}.Vbase = UserValue; + case 4; ParaCell{row(i)}.Vdc_ref = UserValue; + case 5; ParaCell{row(i)}.Igq_ref = UserValue; + case 6; ParaCell{row(i)}.rPLLp = UserValue; + case 7; ParaCell{row(i)}.rPLLi = UserValue; + case 8; ParaCell{row(i)}.gPLLp = UserValue; + case 9; ParaCell{row(i)}.gPLLi = UserValue; + otherwise + error(['Error: parameter overflow, bus ' num2str(AppBus) 'type ' num2str(AppType) '.']); + end elseif floor(AppType/10) == 101 % Grid-feeding buck switch SwitchFlag case 1; ParaCell{row(i)}.Vdc = UserValue; diff --git a/.gitignore b/.gitignore index 645f88ed..1b58e241 100644 --- a/.gitignore +++ b/.gitignore @@ -7,3 +7,8 @@ /Examples/AcPowerSystem/SingleApparatusInfiniteBus/slprj /Examples/AcPowerSystem/IEEE_14Bus/slprj /Library/slprj +*.autosave +*.asv +*.autosave +*.autosave +mymodel_v1.slx.autosave diff --git a/Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14Bus.xlsx b/Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14Bus.xlsx deleted file mode 100644 index 5f4737f84ac496fb4067ac0b7e4569cacd742540..0000000000000000000000000000000000000000 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100644 --- a/UserMain.m +++ b/UserMain.m @@ -14,15 +14,17 @@ % Example power systems in "Examples" folder: % % Ac power system examples: -% UserDataName = 'SgDetailedInfiniteBus'; -UserDataName = 'DFIGInfiniteBus'; +% UserDataName = 'SgDetailedInfiniteBus'; % Single detailed synchronous generator and infinite bus +UserDataName = 'DFIGInfiniteBus'; % Single DFIG and infinite bus % UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus % UserDataName = 'GflInverterInfiniteBus'; % Single grid-following inverter and infinite bus % UserDataName = 'GfmInverterInfiniteBus'; % Single grid-forming inverter and infinite bus % UserDataName = 'Kundar_TwoAreaSystem'; % UserDataName = 'IEEE_14Bus'; % UserDataName = 'IEEE_14BusFullOrder'; +% UserDataName = 'IEEE_14BusDFIG'; % UserDataName = 'IEEE_30Bus'; +% UserDataName = 'IEEE_39BusFullOrder'; % UserDataName = 'IEEE_57Bus'; % UserDataName = 'AU14Gen_59Bus'; % UserDataName = 'NETS_NYPS_68Bus'; diff --git 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0 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.l | Bin 174452 -> 0 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.mat | Bin 1211 -> 0 bytes .../slprj/_jitprj/jitEngineAccessInfo.mat | Bin 745 -> 0 bytes .../sim/varcache/precious/checksumOfCache.mat | Bin 392 -> 0 bytes .../precious/tmwinternal/simulink_cache.xml | 6 - .../slprj/sim/varcache/precious/varInfo.mat | Bin 4240 -> 0 bytes .../IEEE_14BusFullOrder/IEEE_14Bus.json | 280 ------------------ .../slprj/_cgxe/precious/precious_Cache.mat | Bin 1972 -> 0 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.l | Bin 174452 -> 0 bytes .../slprj/_jitprj/dw45CTWrEpo829Gg3nESAH.mat | Bin 1211 -> 0 bytes .../slprj/_jitprj/jitEngineAccessInfo.mat | Bin 745 -> 0 bytes .../sim/varcache/precious/checksumOfCache.mat | Bin 392 -> 0 bytes .../precious/tmwinternal/simulink_cache.xml | 6 - .../slprj/sim/varcache/precious/varInfo.mat | Bin 4240 -> 0 bytes UserMain.m | 4 +- 19 files changed, 2 insertions(+), 574 deletions(-) delete mode 100644 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literal 4240 zcmeH~OHaZ;5XTo$qwyIJp7-Dp3?dKZ1VU62t3(>{W(q8iSlXs7LBD|?+xeH477|%P z;)zbOozCvgboc2}vWPnA2Kzszu@qNaO8U8HzJ*W8|Ik4n5zZPlL(xfHM3LUToz zn?{MNgE4Oki)Rb`s#v-%mh!heo5|+*ioya()Rkj;|2bi7m-HUBgg>_9+t3GoKTTr~ zy4lwBmT7-Fmevsr{*TlG|807Q1pbJ3PA!Og>f05|(rnEgJGG(Hu|-WASwo}Gym)1r zvn(FI8I1?KtvP~EX3O&8+(_c!8__th``-Ue*YPg#zgX~xo$)0Nz3>ReXqvaa4C!V6 ziM566OEApGzm};j^E;yP(2p_LGu{otPWCEsHl4F9ug?}Z!wxx{6Jg)$=7c&)V%}kW z`Io#_zbz4So~yg-at`V}@)q?P_KQ0ZcHOYXu7mD4pNT=RU#`n}pJKol0?x1-^JOFE zOiW~)W&1qNB2mt;n>a9#j_b0Vuk4(%HOF_0sZ=6ju5zyHc;2 zG2fN>%IZRrB87D~$-X|O_r)^xFT1~N`n@BXw*f!wS=a}mA?QD(RyB>@u-_E!tLUL0 Q>{j*1T*d5)$aS9m0`^uL=>Px# diff --git a/UserMain.m b/UserMain.m index 0354a31d..3f3384ee 100644 --- a/UserMain.m +++ b/UserMain.m @@ -9,13 +9,13 @@ clear all; clc; close all; %% User data -% UserDataName = 'UserData'; % Default 4-bus system +UserDataName = 'UserData'; % Default 4-bus system % Example power systems in "Examples" folder: % % Ac power system examples: % UserDataName = 'SgDetailedInfiniteBus'; % Single detailed synchronous generator and infinite bus -UserDataName = 'DFIGInfiniteBus'; % Single DFIG and infinite bus +% UserDataName = 'DFIGInfiniteBus'; % Single DFIG and infinite bus % UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus % UserDataName = 'GflInverterInfiniteBus'; % Single grid-following inverter and infinite bus % UserDataName = 'GfmInverterInfiniteBus'; % Single grid-forming inverter and infinite bus From 02165ee66f53511fdb09f8c1cbcd2c223db0bdf7 Mon Sep 17 00:00:00 2001 From: Gregory Guo <148469282+gdg1999@users.noreply.github.com> Date: Tue, 12 Nov 2024 11:08:29 +0800 Subject: [PATCH 8/9] Update the SG model # Project Update: File Organization and Model Enhancements ### Summary of Changes 1. **File Restructuring**: - Rearranged the project files to improve organization and code clarity. 2. **DFIG Files Removal**: - Deleted all files related to the Doubly-Fed Induction Generator (DFIG) models to focus the repository on core synchronous generator components. 3. **Synchronous Generator (SG) Updates**: - Enhanced and separated the SG-related files, refining the SG models and updating dependencies. - Modularized SG code to improve reusability and future development. --- .../+Class/DoublyFedInductionGenerator.m | 500 ----------- +SimplusGT/+Class/ModelAdvance.m | 2 +- .../+Class/SynchronousMachineFullOrder.m | 8 +- +SimplusGT/+Simulink/SimAddApparatus.m | 4 - +SimplusGT/+Toolbox/ApparatusModelCreate.m | 36 +- +SimplusGT/+Toolbox/BusTypeVIF.m | 2 +- +SimplusGT/+Toolbox/Main.m | 90 +- +SimplusGT/+Toolbox/RearrangeListApparatus.m | 32 +- .../AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json | 714 +++++++++++++--- .../IEEE_14BusDFIG/IEEE_14BusDFIG.json | 794 ------------------ .../IEEE_14BusDFIG/IEEE_14BusDFIG.xlsx | Bin 15895 -> 0 bytes .../IEEE_14Bus_Layout_Illinois.png | Bin 103639 -> 0 bytes .../IEEE_14Bus_Layout_Washington.tif | Bin 186966 -> 0 bytes .../IEEE_14BusDFIG/~$IEEE_14Bus.xlsx | Bin 165 -> 0 bytes .../IEEE_14BusFullOrder.json | 10 +- .../IEEE_14BusFullOrder.xlsx | Bin 16182 -> 16236 bytes .../DFIGInfiniteBus.json | 132 --- .../DFIGInfiniteBus.xlsx | Bin 13985 -> 0 bytes .../SgDetailedInfiniteBus.json | 4 +- .../AcPowerSystem/WSCC_9Bus/WSCC_9Bus.json | 371 +++++++- .../WSCC_9BusFullOrder/README.md | 15 + .../WSCC_9BusFullOrder.json | 515 ++++++++++++ .../WSCC_9BusFullOrder.xlsx | Bin 0 -> 15102 bytes .../WSCC_9Bus_Layout_PeterSauer.PNG | Bin 0 -> 60113 bytes Library/SimplusGT.slx.original | Bin 1943519 -> 0 bytes Library/SimplusGT_2020a.slx | Bin 1941665 -> 1945397 bytes Library/SimplusGT_2020a.slx.r2020a | Bin 358569 -> 0 bytes UserMain.m | 6 +- 28 files changed, 1543 insertions(+), 1692 deletions(-) delete mode 100644 +SimplusGT/+Class/DoublyFedInductionGenerator.m delete mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14BusDFIG.json delete mode 100644 Examples/AcPowerSystem/IEEE_14BusDFIG/IEEE_14BusDFIG.xlsx delete mode 100644 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0e6be025..00000000 --- a/+SimplusGT/+Class/DoublyFedInductionGenerator.m +++ /dev/null @@ -1,500 +0,0 @@ -% This class defines the model of doubly-fed induction generator (DFIG). - -% Author(s): Duange Guo - -%% Notes -% -% This model is in SI, not p.u. -% The Asynchrnous Machine is in load convention -% and GSC is in Generator convention -% Control schemes like MPPT and Low voltage protection are neglected -% Outer PI controllers for Q are also neglected -% The rotor quantities are referred to the stator -% The system dynamic is in global steady frame, which is different from -% other apparatus. -% - -%% Class - -classdef DoublyFedInductionGenerator < SimplusGT.Class.ModelAdvance - - methods - % Constructor - function obj = DoublyFedInductionGenerator(varargin) - setProperties(obj,nargin,varargin{:}); - end - end - - methods(Static) - - function [State,Input,Output] = SignalList(obj) - State = {'w_m',... % Induction - 'Psi_ds' 'Psi_dr' 'Psi_qs' 'Psi_qr',... - 'Turbine_w', 'shaft_w'... % Axis - 'Phi_ra', 'Phi_rc','Phi_rb',... % RSC control - 'V_dc',... - 'i_gd', 'i_gq',... % Filter - 'Phi_ga', 'Phi_gc', 'Phi_gb',... % GSC control - 'Phipllr', 'theta_pllr',... % PLL_RSC - 'Phipllg', 'theta_pllg'}; - Input = {'v_d', 'v_q',... % Global voltage - 'wm_ref', 'Vdc_ref',... - 'Ird_ref', 'Igq_ref'}; - Output = {'i_d', 'i_q',... % Global Current - 'w_m', 'V_dc','T_e',... - 'theta_r', 'theta_g',... - 'u_rd', 'u_rq', 'I_rd', 'I_rq',... - 'vrefd', 'vrefq', 'i_gd', 'i_gq'... - 'u_sd', 'u_sq', 'u_gd', 'u_gq'}; - end - - % Calculate the equilibrium - % The equilibrium is determined by the power flow data and apparatus's - % own paramters.This function will be called once, at the - % beginneing of simulation. - function [x_e,u_e,xi] = Equilibrium(obj) - % Get the power PowerFlow values - P = obj.PowerFlow(1); - Q = obj.PowerFlow(2); - V = obj.PowerFlow(3); - xi = obj.PowerFlow(4); - w = obj.PowerFlow(5); - - % Base Value - f = obj.Para(1); - p = 2; - w_g = 2*pi*f; - Sbase = obj.Para(2); - Vbase = obj.Para(3); - Ibase = Sbase/(sqrt(3)*Vbase); - wbase = w_g; - Zbase = Vbase^2/Sbase; - Lbase = Zbase/w_g; - Tbase = Sbase/(w_g/p); - - % Reference - Vdc_ref = obj.Para(4); - Igq_ref = obj.Para(5); - - % Default parameters: - % Induction Motor - Hg = 0.8; - J = (2*Hg*p^2*Sbase)/w_g^2; - Rs = 0.011*Zbase; - Rr = 1.1*Rs; - Lm = 4*Lbase; - Ls = 1.01*Lm; - Lr = 1.01*Lm; - % Wind Turbine - rho = 1.225; - R = 44; - Pitch = 0; - N = 100; - Ksh = 1.2543e+04; - D_mutual = 2.5e3; - H_WT = 0.4; - wind = 12; - % RSC - sigma = 1- Lm^2/(Ls*Lr); - tau_i = (sigma*Lr)/Rr; - tau_n = Hg/16; - wni = 1/tau_i; - wnn = 1/tau_n; - KPn = (2*wnn*J)/p; - KIn = ((wnn^2)*J)/p; - KPq = (2*wni*sigma*Lr)-Rr; - KIq = (wni^2)*Lr*sigma; - KPd = (2*wni*sigma*Lr)-Rr; - KId = (wni^2)*Lr*sigma; - % AC Filter - Lg = 483e-6; - Rg = 20e-6; - % DC Capacitor - C_bus = 80e-3; - % GSC - K_pg = 1/(1.5*Vbase); - K_qg = -K_pg; - KP_V = -1000; - KI_V = -300000; - KPdg = 2*(f*2*pi)*Lg - Rg; - KIdg = Lg*(f*2*pi)^2; - KPqg = KPdg; - KIqg = KIdg; - % PLL - 4 - rPLLp = obj.Para(6); - rPLLi = obj.Para(7); - gPLLp = obj.Para(8); - gPLLi = obj.Para(9); - - % Calculate equilibrium - S_D0 = P/V; - S_Q0 = Q/V; - S_DQ0 = S_D0 + 1j*S_Q0; - i_abs = abs(S_DQ0); - ui_argdiff = angle(S_DQ0); - i_arg = xi - ui_argdiff; - i_DQ = i_abs * exp(1i * i_arg); - i_Q = imag(i_DQ); % the global current should be output - i_D = real(i_DQ); - v_DQ = V * exp(1i * xi); - v_d = real(v_DQ); % the global voltage should be input - v_q = imag(v_DQ); - - syms Phipllr theta_pllr Phipllg theta_pllg w_m... - Psi_ds Psi_dr Psi_qs Psi_qr... - Turbine_w shaft_w... - Phi_ra Phi_rc Phi_rb... - V_dc i_gd i_gq... - Phi_ga Phi_gc Phi_gb... - Ird_ref wm_ref - - Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... - -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... - -sin(theta_pllg) cos(theta_pllg)]; - vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL - Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... - sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - Tg_dqDQ = [cos(theta_pllg) -sin(theta_pllg);... - sin(theta_pllg) cos(theta_pllg)]; - u_sd = vr_dq_real(1); - u_sq = vr_dq_real(2); - u_gd = vg_dq_real(1); - u_gq = vg_dq_real(2); - - theta_pllr = xi; - theta_pllg = xi; - Phipllr = wbase; - Phipllg = wbase; - - u_sd = round(eval(u_sd)); - u_sq = round(eval(u_sq)); - u_gd = round(eval(u_gd)); - u_gq = round(eval(u_gq)); - - % Turbine and Axis - lambda = Turbine_w/N * R / wind; - lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); - Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); - P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; - T_wt = -P_wt/(Turbine_w/N)/N; - T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); - % Induction - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; - I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); - w_r = w_g - w_m; - T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); - % RSC - alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; - PHI = sqrt(Psi_ds^2 + Psi_qs^2); - compensatord = w_r*I_rq*(-alpha2); - compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; - u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); - Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); - u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - % GSC - compensatorgd = - w_g*Lg*i_gq; - compensatorgq = + w_g*Lg*i_gd; - vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; - Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; - vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - % Output - P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); - P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); - is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; - ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; - i_d = is_dq_pu(1)-ig_dq_pu(1); - i_q = is_dq_pu(2)-ig_dq_pu(2); - - eqn1 = (p/J)*(T_e - T_shaft) == 0; % state1 - eqn2 = (1/(2*H_WT))*(T_wt - T_shaft) == 0;% state20 - eqn3 = Turbine_w - w_m/p; % state21 - eqn4 = u_sd - Rs*I_sd + w_g*Psi_qs == 0; % state2 - eqn5 = u_sq - Rs*I_sq - w_g*Psi_ds == 0; % state3 - eqn6 = u_rd - Rr*I_rd + w_r*Psi_qr == 0; % state4 - eqn7 = u_rq - Rr*I_rq - w_r*Psi_dr == 0; % state5 - eqn8 = KId*(Ird_ref - I_rd) == 0; - eqn9 = KIn*(wm_ref - w_m) == 0; - eqn10 = KIq*(Irq_ref - I_rq) == 0; - eqn11 = (1/(C_bus*V_dc))*(-P_gsc-P_rsc) == 0; - eqn12 = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq) == 0; - eqn13 = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd) == 0; - eqn14 = KIqg*(Igq_ref - i_gq) == 0; - eqn15 = KI_V*(Vdc_ref - V_dc) == 0; - eqn16 = KIdg*(Igd_ref - i_gd) == 0; - eqn17 = i_d == i_D; - eqn18 = i_q == i_Q; - - [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... - Phi_ra Phi_rc Phi_rb... - V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref]... - = vpasolve(eval([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7,... - eqn8, eqn9, eqn10, eqn11, eqn12, eqn13, eqn14,... - eqn15, eqn16, eqn17, eqn18]),... - [Turbine_w w_m Psi_ds Psi_qs Psi_dr Psi_qr shaft_w... - Phi_ra Phi_rc Phi_rb... - V_dc i_gd i_gq Phi_ga Phi_gc Phi_gb wm_ref Ird_ref],... - [40,300;-2*w_g,2*w_g;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... - -inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;-inf,inf;... - -inf,inf;-inf,inf;-inf,inf;-2*w_g,2*w_g;-inf,inf]); - - % Set equilibrium - x_e = eval([w_m;... - Psi_ds; Psi_qs; Psi_dr; Psi_qr;... - Turbine_w; shaft_w;... - Phi_ra; Phi_rc; Phi_rb;... - V_dc;... - i_gd; i_gq;... - Phi_ga; Phi_gc; Phi_gb;... - Phipllr; theta_pllr;... - Phipllg; theta_pllg]); - u_e = eval([v_d; v_q; wm_ref; Vdc_ref; Ird_ref; Igq_ref]); - xi = xi; - end - - % State space model - function [Output] = StateSpaceEqu(obj,x,u,CallFlag) - % Get parameter - % Base Value - f = obj.Para(1); - p = 2; - w_g = 2*pi*f; - Sbase = obj.Para(2); - Vbase = obj.Para(3); - Ibase = Sbase/(sqrt(3)*Vbase); - wbase = w_g; - Zbase = Vbase^2/Sbase; - Lbase = Zbase/w_g; - Tbase = Sbase/(w_g/p); - - % Reference - Vdc_ref = 1200; - Igq_ref = obj.Para(3); - usd_ref = 0; - ugq_ref = 0; - - % Default parameters: - % Induction Motor - Hg = 0.8; - J = (2*Hg*p^2*Sbase)/w_g^2; - Rs = 0.011*Zbase; - Rr = 1.1*Rs; - Lm = 4*Lbase; - Ls = 1.01*Lm; - Lr = 1.01*Lm; - % Wind Turbine - rho = 1.225; - R = 44; - Pitch = 0; - N = 100; - Ksh = 1.2543e+04; - D_mutual = 2.5e3; - H_WT = 0.4; - wind = 12; - % RSC - sigma = 1- Lm^2/(Ls*Lr); - tau_i = (sigma*Lr)/Rr; - tau_n = Hg/16; - wni = 1/tau_i; - wnn = 1/tau_n; - KPn = (2*wnn*J)/p; - KIn = ((wnn^2)*J)/p; - KPq = (2*wni*sigma*Lr)-Rr; - KIq = (wni^2)*Lr*sigma; - KPd = (2*wni*sigma*Lr)-Rr; - KId = (wni^2)*Lr*sigma; - % AC Filter - Lg = 483e-6; - Rg = 20e-6; - % DC Capacitor - C_bus = 80e-3; - % GSC - K_pg = 1/(1.5*Vbase); - K_qg = -K_pg; - KP_V = -1000; - KI_V = -300000; - KPdg = 2*(f*2*pi)*Lg - Rg; - KIdg = Lg*(f*2*pi)^2; - KPqg = KPdg; - KIqg = KIdg; - % PLL - 4 - rPLLp = obj.Para(6); - rPLLi = obj.Para(7); - gPLLp = obj.Para(8); - gPLLi = obj.Para(9); - - % Saturation and limit - pitch_max = 27; - pitch_rate = 10; - - % Get state - w_m = x(1); - Psi_ds = x(2); - Psi_qs = x(3); - Psi_dr = x(4); - Psi_qr = x(5); - Turbine_w = x(6); - shaft_w = x(7); - Phi_ra = x(8); - Phi_rc = x(9); - Phi_rb = x(10); - V_dc = x(11); - i_gd = x(12); - i_gq = x(13); - Phi_ga = x(14); - Phi_gc = x(15); - Phi_gb = x(16); - Phipllr = x(17); - theta_pllr = x(18); - Phipllg = x(19); - theta_pllg = x(20); - - % Get input - v_d = u(1); - v_q = u(2); - wm_ref = u(3); - Vdc_ref = u(4); - Ird_ref = u(5); - Igq_ref = u(6); - - % State space equations - % dx/dt = f(x,u) - % y = g(x,u) - if CallFlag == 1 - % ### Call state equation: dx/dt = f(x,u) - % PLL - Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... - -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... - -sin(theta_pllg) cos(theta_pllg)]; - vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL - u_sd = vr_dq_real(1); - u_sq = vr_dq_real(2); - u_gd = vg_dq_real(1); - u_gq = vg_dq_real(2); - - Pitch = 0; - lambda = Turbine_w/N * R / wind; - lambda_i = 1/((1/(lambda-0.02*Pitch)+(0.003/(Pitch^3+1)))); - Cp = 0.73*(151/lambda_i-0.58*Pitch-0.002*Pitch^2.14-13.2)*(exp(-18.4/lambda_i)); - P_wt = 0.5*rho*pi*(R)^2*(wind)^3*Cp; - T_wt = -P_wt/(Turbine_w/N)/N; - T_shaft = Ksh*shaft_w + D_mutual*(Turbine_w - w_m/p); - - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; - I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); - w_r = w_g - w_m; - T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); - - alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; - PHI = sqrt(Psi_ds^2 + Psi_qs^2); - compensatord = w_r*I_rq*(-alpha2); - compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; - u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); - Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); - u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - - compensatorgd = - w_g*Lg*i_gq; - compensatorgq = + w_g*Lg*i_gd; - vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; - Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; - vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - - P_rsc = 1.5*(u_rd*I_rd + u_rq*I_rq); - P_gsc = 1.5*(u_gd*i_gd + u_gq*i_gq); - - dw_m = (p/J)*(T_e - T_shaft); - dPsi_ds = u_sd - Rs*I_sd + w_g*Psi_qs; - dPsi_qs = u_sq - Rs*I_sq - w_g*Psi_ds; - dPsi_dr = u_rd - Rr*I_rd + w_r*Psi_qr; - dPsi_qr = u_rq - Rr*I_rq - w_r*Psi_dr; - dTurbine_w = (1/(2*H_WT))*(T_wt - T_shaft); - dshaft_w = Turbine_w - w_m/p; - dPhi_ra = KId*(Ird_ref - I_rd); - dPhi_rc = KIn*(wm_ref - w_m); - dPhi_rb = KIq*(Irq_ref - I_rq); - dVdc = (1/(C_bus*V_dc))*(-P_gsc-P_rsc); - di_gd = (1/Lg)*(vrefd - u_gd - Rg*i_gd + Lg*w_g*i_gq); - di_gq = (1/Lg)*(vrefq - u_gq - Rg*i_gq - Lg*w_g*i_gd); - dPhi_ga = KIqg*(Igq_ref - i_gq); - dPhi_gc = KI_V*(Vdc_ref - V_dc); - dPhi_gb = KIdg*(Igd_ref - i_gd); - dPhipllr = -rPLLi*(u_sd/Vbase - usd_ref); - dtheta_pllr = Phipllr - rPLLp*(u_sd/Vbase - usd_ref); - dPhipllg = gPLLi*(u_gq/Vbase - ugq_ref); - dtheta_pllg = Phipllg + gPLLp*(u_gq/Vbase - ugq_ref); - - f_xu = [dw_m; ... - dPsi_ds; dPsi_qs; dPsi_dr; dPsi_qr;... - dTurbine_w; dshaft_w;... - dPhi_ra; dPhi_rc; dPhi_rb;... - dVdc;... - di_gd; di_gq;... - dPhi_ga; dPhi_gc; dPhi_gb;... - dPhipllr; dtheta_pllr;... - dPhipllg; dtheta_pllg]; - Output = f_xu; - - elseif CallFlag == 2 - % ### Call output equation: y = g(x,u) - % Just be careful that the input and output must coincide - % with the signal sequence as well as the ports in simulink model. - - Psi2I = inv([Lm Ls 0 0;Lr Lm 0 0;0 0 Lm Ls;0 0 Lr Lm]); - I = Psi2I*[Psi_ds;Psi_dr;Psi_qs;Psi_qr]; - I_rd = I(1); I_sd = I(2); I_rq = I(3); I_sq = I(4); - w_r = w_g - w_m; - - T_e = 1.5*p*Lm*(I_rd*I_sq - I_sd*I_rq); -% T_e = p*Lm*(I_rd*I_sq - I_sd*I_rq); - - alpha1 = Lm/Ls; alpha2 = Lr - Lm*alpha1; - PHI = sqrt(Psi_ds^2 + Psi_qs^2); - compensatord = w_r*I_rq*(-alpha2); - compensatorq = w_r*PHI*alpha1 + w_r*I_rd*alpha2; - u_rd = (KPd*(Ird_ref - I_rd) + Phi_ra + compensatord); - Irq_ref = (KPn*(wm_ref - w_m) + Phi_rc)/(-1.5*p*alpha1*PHI); - u_rq = (KPq*(Irq_ref - I_rq) + Phi_rb + compensatorq); - - compensatorgd = - w_g*Lg*i_gq; - compensatorgq = + w_g*Lg*i_gd; - vrefq = (KPqg*(Igq_ref - i_gq)+ Phi_ga) + compensatorgq; - Igd_ref = (KP_V*(Vdc_ref - V_dc) + Phi_gc)*K_pg; - vrefd = (KPdg*(Igd_ref - i_gd)+ Phi_gb) - compensatorgd; - - Tr_dqDQ = [cos(theta_pllr+3*pi/2) -sin(theta_pllr+3*pi/2);... - sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - Tg_dqDQ = [cos(-theta_pllg) sin(-theta_pllg);... - -sin(-theta_pllg) cos(-theta_pllg)]; - - is_dq_pu = (1/Ibase)*Tr_dqDQ*[I_sd;I_sq]; - ig_dq_pu = (1/Ibase)*Tg_dqDQ*[i_gd;i_gq]; - - i_d = is_dq_pu(1) - ig_dq_pu(1); - i_q = is_dq_pu(2) - ig_dq_pu(2); - - Tr_DQdq = [cos(theta_pllr+3*pi/2) sin(theta_pllr+3*pi/2);... - -sin(theta_pllr+3*pi/2) cos(theta_pllr+3*pi/2)]; - vr_dq_real = Vbase*Tr_DQdq*[v_d;v_q]; % RSC PLL - Tg_DQdq = [cos(theta_pllg) sin(theta_pllg);... - -sin(theta_pllg) cos(theta_pllg)]; - vg_dq_real = Vbase*Tg_DQdq*[v_d;v_q]; % GSC PLL - - u_sd = vr_dq_real(1); - u_sq = vr_dq_real(2); - u_gd = vg_dq_real(1); - u_gq = vg_dq_real(2); - - g_xu = [i_d; i_q; w_m; V_dc; T_e; theta_pllr; theta_pllg;... - u_rd; u_rq; I_rd; I_rq; vrefd; vrefq; i_gd; i_gq;... - u_sd; u_sq; u_gd; u_gq]; - Output = g_xu; - end - end - - end -end diff --git a/+SimplusGT/+Class/ModelAdvance.m b/+SimplusGT/+Class/ModelAdvance.m index 69d25fa5..8e3ccc70 100644 --- a/+SimplusGT/+Class/ModelAdvance.m +++ b/+SimplusGT/+Class/ModelAdvance.m @@ -26,7 +26,7 @@ % ### Public properties % Public can be set to [] properties - Ts = 1e-6; % Sampling period (s) + Ts = 1e-4; % Sampling period (s) Para = []; % Apparatus parameters end diff --git a/+SimplusGT/+Class/SynchronousMachineFullOrder.m b/+SimplusGT/+Class/SynchronousMachineFullOrder.m index f9d7f227..234b8244 100644 --- a/+SimplusGT/+Class/SynchronousMachineFullOrder.m +++ b/+SimplusGT/+Class/SynchronousMachineFullOrder.m @@ -49,11 +49,7 @@ 'w',... % angular rotation speed (rad/s) 'theta',... % rotor angle 'T_e',... % EM torque - 'U_mag',... % voltage magnitude - 'psi_d',... - 'psi_q',... - 'psi_fd','psi_1d',... - 'psi_gq','psi_kq'}; + 'U_mag'}; % voltage magnitude end @@ -419,7 +415,7 @@ (-R_a*i_q+(w/wb)*psi_d)*1i); % We need to change the direction of the current to make it a % load convention. - g_xu = [-i_d; -i_q; w; theta-pi/2; T_e; U_mag; psi_d; psi_q; psi_fd; psi_1d; psi_gq; psi_kq]; + g_xu = [-i_d; -i_q; w; theta-pi/2; T_e; U_mag]; Output = g_xu; end diff --git a/+SimplusGT/+Simulink/SimAddApparatus.m b/+SimplusGT/+Simulink/SimAddApparatus.m index 7dd41f2b..62d36e93 100644 --- a/+SimplusGT/+Simulink/SimAddApparatus.m +++ b/+SimplusGT/+Simulink/SimAddApparatus.m @@ -41,10 +41,6 @@ Name_Apparatus{i} = ['SM-Detailed' num2str(Bus)]; FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; add_block([Name_LibFile '/Synchronous Machine Full Order (dq-Frame System Object)'],FullName_Apparatus{i}); - case 006 - Name_Apparatus{i} = ['DFIG' num2str(Bus)]; - FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; - add_block([Name_LibFile '/Doubly-fed Induction Generator (dq-Frame System Object)'],FullName_Apparatus{i}); case 009 Name_Apparatus{i} = ['Inf-Bus' num2str(Bus)]; FullName_Apparatus{i} = [Name_Model '/' Name_Apparatus{i}]; diff --git a/+SimplusGT/+Toolbox/ApparatusModelCreate.m b/+SimplusGT/+Toolbox/ApparatusModelCreate.m index 56335f12..b98cae81 100644 --- a/+SimplusGT/+Toolbox/ApparatusModelCreate.m +++ b/+SimplusGT/+Toolbox/ApparatusModelCreate.m @@ -42,16 +42,13 @@ % ======================================= % ### Synchronous generator case 0 % Type 0-9 - - if Type ~= 6 - Apparatus = SimplusGT.Class.SynchronousMachine('ApparatusType',Type); - Apparatus.Para = [ Para.J; - Para.D; - Para.wL; - Para.R; - Para.w0]; % (5) - end - + Apparatus = SimplusGT.Class.SynchronousMachine('ApparatusType',Type); + Apparatus.Para = [ Para.J; + Para.D; + Para.wL; + Para.R; + Para.w0]; % (5) + % ### Grid-following inverter case 1 % Type 10-19 if Type~=19 @@ -114,21 +111,7 @@ Para.EnableSaturation; % Saturation setting Para.wb; ]; % (21 parameters) - - % ### Doubly-fed Induction Generator - case 6 % Type 60-69 - Apparatus = SimplusGT.Class.DoublyFedInductionGenerator('ApparatusType',Type); - Apparatus.Para = [Para.f; % Default frequency (Hz) - Para.Sbase; % Rated Capacity - Para.Vbase; % Rated Voltage - Para.Vdc_ref; % Voltage of the DC Capacitor - Para.Igq_ref; % The Q from the GSC - Para.rPLLp; % p in the RSC PLL - Para.rPLLi; % I in the RSC PLL - Para.gPLLp; - Para.gPLLi; - ]; % (9) - + % ### Ac infinite bus case 9 Apparatus = SimplusGT.Class.InfiniteBusAc; @@ -263,9 +246,6 @@ % No need for frame dynamics embedding elseif (Type>=1000 && Type<2000) % No need for frame dynamics embedding -elseif (Type == 60) - % For DFIG with RSC and GSC, global dynamic is chosen. - else %% Frame transformation: local swing frame dq -> local steady frame d'q' diff --git a/+SimplusGT/+Toolbox/BusTypeVIF.m b/+SimplusGT/+Toolbox/BusTypeVIF.m index 133488a7..2817cc79 100644 --- a/+SimplusGT/+Toolbox/BusTypeVIF.m +++ b/+SimplusGT/+Toolbox/BusTypeVIF.m @@ -19,7 +19,7 @@ ibus = []; fbus = []; for i = 1:length(ApparatusType) - if ((ApparatusType{i} >= 0) && (ApparatusType{i} <= 9)) || (ApparatusType{i} == 30) || (ApparatusType{i} == 60) || (ApparatusType{i} == 90) || ((ApparatusType{i} >= 20) && (ApparatusType{i} <= 29)) + if ((ApparatusType{i} >= 0) && (ApparatusType{i} <= 9)) || (ApparatusType{i} == 30) || (ApparatusType{i} == 90) || ((ApparatusType{i} >= 20) && (ApparatusType{i} <= 29)) vbus(l) = i; l = l+1; elseif ((ApparatusType{i} >= 10) && (ApparatusType{i} <= 19)) diff --git a/+SimplusGT/+Toolbox/Main.m b/+SimplusGT/+Toolbox/Main.m index 1a1ba4ff..b11ca344 100644 --- a/+SimplusGT/+Toolbox/Main.m +++ b/+SimplusGT/+Toolbox/Main.m @@ -289,32 +289,32 @@ % % Only support ac system analysis at this stage. % -% fprintf('\n') -% fprintf('==================================\n') -% fprintf('Grid Strength Analysis\n') -% fprintf('==================================\n') -% if isempty(FlagDcArea) -% fprintf('Plot grid strength.\n') -% FigN = 300; -% PlotGridStrength(ApparatusType,ListLineNew,FigN); -% else -% fprintf('Warning: The plot of grid strength is disabled.\n') -% end +fprintf('\n') +fprintf('==================================\n') +fprintf('Grid Strength Analysis\n') +fprintf('==================================\n') +if isempty(FlagDcArea) + fprintf('Plot grid strength.\n') + FigN = 300; + PlotGridStrength(ApparatusType,ListLineNew,FigN); +else + fprintf('Warning: The plot of grid strength is disabled.\n') +end %% % ================================================== % Synchronization analysis % ================================================== -% fprintf('\n') -% fprintf('==================================\n') -% fprintf('Synchronization Analysis\n') -% fprintf('==================================\n') -% EnableSynchronisationAnalysis = 0; -% if EnableSynchronisationAnalysis -% SimplusGT.Synchron.MainSynchron(); -% else -% fprintf('Warning: The synchronisation analysis is disabled.\n') -% end +fprintf('\n') +fprintf('==================================\n') +fprintf('Synchronization Analysis\n') +fprintf('==================================\n') +EnableSynchronisationAnalysis = 0; +if EnableSynchronisationAnalysis + SimplusGT.Synchron.MainSynchron(); +else + fprintf('Warning: The synchronisation analysis is disabled.\n') +end %% % ================================================== @@ -445,28 +445,28 @@ function PlotAdmittanceSpectrum(NumBus,ApparatusBus,ApparatusType,GsysSs,PortBus % % Author(s): Yitong Li -% function PlotGridStrength(ApparatusType,ListLine,FigN) -% -% figure(FigN); -% -% [Ydiag,Ybus] = SimplusGT.Toolbox.BusStrength(ApparatusType,ListLine); -% [~,~,GraphFigure] = SimplusGT.Toolbox.PlotLayoutGraph(Ybus); -% [vbus,ibus,fbus] = SimplusGT.Toolbox.BusTypeVIF(ApparatusType); +function PlotGridStrength(ApparatusType,ListLine,FigN) -% highlight(GraphFigure,vbus,'NodeColor','green'); -% highlight(GraphFigure,ibus,'NodeColor','red'); -% highlight(GraphFigure,fbus,'NodeColor',[0.7,0.7,0.7]); % gray -% -% x = GraphFigure.XData'; -% y = GraphFigure.YData'; -% z = log10(abs(Ydiag))'; -% -% SimplusGT.Toolbox.PlotHeatMap(x,y,z); -% uistack(GraphFigure,'top'); -% -% h = colorbar; -% h.Label.String = "log_{10}(Bus Admittance)"; -% -% title('Grid Strength') -% -% end + figure(FigN); + + [Ydiag,Ybus] = SimplusGT.Toolbox.BusStrength(ApparatusType,ListLine); + [~,~,GraphFigure] = SimplusGT.Toolbox.PlotLayoutGraph(Ybus); + [vbus,ibus,fbus] = SimplusGT.Toolbox.BusTypeVIF(ApparatusType); + + highlight(GraphFigure,vbus,'NodeColor','green'); + highlight(GraphFigure,ibus,'NodeColor','red'); + highlight(GraphFigure,fbus,'NodeColor',[0.7,0.7,0.7]); % gray + + x = GraphFigure.XData'; + y = GraphFigure.YData'; + z = log10(abs(Ydiag))'; + + SimplusGT.Toolbox.PlotHeatMap(x,y,z); + uistack(GraphFigure,'top'); + + h = colorbar; + h.Label.String = "log_{10}(Bus Admittance)"; + + title('Grid Strength') + +end diff --git a/+SimplusGT/+Toolbox/RearrangeListApparatus.m b/+SimplusGT/+Toolbox/RearrangeListApparatus.m index 4cde5cee..e8f2d2b8 100644 --- a/+SimplusGT/+Toolbox/RearrangeListApparatus.m +++ b/+SimplusGT/+Toolbox/RearrangeListApparatus.m @@ -188,20 +188,6 @@ Para0030.EnableSaturation = 0; % Saturation setting Para0030.wb = W0; -% ====================================== -% Doubly-fed Induction Generator -% ====================================== - -Para0060.f = 60; % Default frequency (Hz) -Para0060.Sbase = 2e6; % Rated Capacity -Para0060.Vbase = 690; % Rated Voltage -Para0060.Vdc_ref = 1200; % Voltage of the DC Capacitor -Para0060.Igq_ref = 0; % The Q from the GSC -Para0060.rPLLp = 800; % p in the RSC PLL -Para0060.rPLLi = 16000; % i in the RSC PLL -Para0060.gPLLp = 800; -Para0060.gPLLi = 16000; - % ====================================== % Ac infinite bus (short-circuit in small-signal) % ====================================== @@ -269,8 +255,6 @@ ParaCell{i} = Para0020; % Grid-forming inverter case 3 ParaCell{i} = Para0030; % Detailed synchronous machine - case 6 - ParaCell{i} = Para0060; % Doubly-fed induction generator case 9 ParaCell{i} = Para0090; % Ac inifnite bus case 10 @@ -367,21 +351,7 @@ case 20; ParaCell{row(i)}.EnableSaturation = UserValue; otherwise error(['Error: parameter overflow, bus ' num2str(AppBus) 'type ' num2str(AppType) '.']); - end - elseif floor(AppType/10) == 6 % Doubly-fed Induction Generator - switch SwitchFlag - case 1; ParaCell{row(i)}.f = UserValue; - case 2; ParaCell{row(i)}.Sbase = UserValue; - case 3; ParaCell{row(i)}.Vbase = UserValue; - case 4; ParaCell{row(i)}.Vdc_ref = UserValue; - case 5; ParaCell{row(i)}.Igq_ref = UserValue; - case 6; ParaCell{row(i)}.rPLLp = UserValue; - case 7; ParaCell{row(i)}.rPLLi = UserValue; - case 8; ParaCell{row(i)}.gPLLp = UserValue; - case 9; ParaCell{row(i)}.gPLLi = UserValue; - otherwise - error(['Error: parameter overflow, bus ' num2str(AppBus) 'type ' num2str(AppType) '.']); - end + end elseif floor(AppType/10) == 101 % Grid-feeding buck switch SwitchFlag case 1; ParaCell{row(i)}.Vdc = UserValue; diff --git a/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json b/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json index 3d9246c7..21b130d8 100644 --- a/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json +++ b/Examples/AcPowerSystem/IEEE_14Bus/IEEE_14Bus.json @@ -1,280 +1,790 @@ { -"Basic": -{ -"Fs":30000,"Fbase":60,"Sbase":1,"Vbase":1 -} -,"Advance": -{ -"DiscretizationMethod":2,"LinearizationTimes":1,"DiscretizationDampingFlag":1,"DirectFeedthrough":0,"PowerFlowAlgorithm":2,"EnableCreateSimulinkModel":1,"EnablePlotPole":1,"EnablePlotAdmittance":1,"EnablePrintOutput":1 -} -,"Bus": -[ + "Basic": { -"BusNo":1,"BusType":1,"Voltage":1.06,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":2,"BusType":2,"Voltage":1.045,"Theta":0,"PGi":0.4,"QGi":0.424,"PLi":0.217,"QLi":0.127,"Qmin":-0.4,"Qmax":0.5,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":3,"BusType":2,"Voltage":1.01,"Theta":0,"PGi":0,"QGi":0.23399999999999999,"PLi":0.94200000000000006,"QLi":0.19,"Qmin":0,"Qmax":0.4,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":4,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.478,"QLi":-0.039,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":5,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.076,"QLi":0.016,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":6,"BusType":2,"Voltage":1.07,"Theta":0,"PGi":0,"QGi":0.122,"PLi":0.11199999999999999,"QLi":0.075,"Qmin":-0.06,"Qmax":0.24,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":7,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":8,"BusType":2,"Voltage":1.09,"Theta":0,"PGi":0,"QGi":0.174,"PLi":0,"QLi":0,"Qmin":-0.06,"Qmax":0.24,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":9,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.295,"QLi":0.166,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":10,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.09,"QLi":0.057999999999999996,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":11,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.035,"QLi":0.018000000000000002,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} -, -{ -"BusNo":12,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.061,"QLi":0.016,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "Fs": 30000, + "Fbase": 60, + "Sbase": 1, + "Vbase": 1 + } , + "Advance": { -"BusNo":13,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.135,"QLi":0.057999999999999996,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "DiscretizationMethod": 2, + "LinearizationTimes": 1, + "DiscretizationDampingFlag": 1, + "DirectFeedthrough": 0, + "PowerFlowAlgorithm": 2, + "EnableCreateSimulinkModel": 1, + "EnablePlotPole": 1, + "EnablePlotAdmittance": 1, + "EnablePrintOutput": 1 + } , -{ -"BusNo":14,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.149,"QLi":0.05,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 -} + "Bus": +[ + +{ + + "BusNo": 1, + "BusType": 1, + "Voltage": 1.06, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 2, + "BusType": 2, + "Voltage": 1.045, + "Theta": 0, + "PGi": 0.4, + "QGi": 0.424, + "PLi": 0.217, + "QLi": 0.127, + "Qmin": -0.4, + "Qmax": 0.5, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 3, + "BusType": 2, + "Voltage": 1.01, + "Theta": 0, + "PGi": 0, + "QGi": 0.23399999999999999, + "PLi": 0.94200000000000006, + "QLi": 0.19, + "Qmin": 0, + "Qmax": 0.4, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 4, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.478, + "QLi": -0.039, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 5, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.076, + "QLi": 0.016, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 6, + "BusType": 2, + "Voltage": 1.07, + "Theta": 0, + "PGi": 0, + "QGi": 0.122, + "PLi": 0.11199999999999999, + "QLi": 0.075, + "Qmin": -0.06, + "Qmax": 0.24, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 7, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 8, + "BusType": 2, + "Voltage": 1.09, + "Theta": 0, + "PGi": 0, + "QGi": 0.174, + "PLi": 0, + "QLi": 0, + "Qmin": -0.06, + "Qmax": 0.24, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 9, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.295, + "QLi": 0.166, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 10, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.09, + "QLi": 0.057999999999999996, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 11, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.035, + "QLi": 0.018000000000000002, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 12, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.061, + "QLi": 0.016, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 13, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.135, + "QLi": 0.057999999999999996, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 14, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.149, + "QLi": 0.05, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} + + ] -,"NetworkLine": +, + "NetworkLine": [ ] -,"NetworkLineIEEE": +, + "NetworkLineIEEE": [ + { -"FromBus":1,"ToBus":2,"R":0.01938,"X":0.05917,"B":0.0528,"G":0,"TurnsRatio":1 + + "FromBus": 1, + "ToBus": 2, + "R": 0.01938, + "X": 0.05917, + "B": 0.0528, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":1,"ToBus":5,"R":0.05403,"X":0.22304,"B":0.0492,"G":0,"TurnsRatio":1 + + "FromBus": 1, + "ToBus": 5, + "R": 0.05403, + "X": 0.22304, + "B": 0.0492, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":3,"R":0.04699,"X":0.19797,"B":0.0438,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 3, + "R": 0.04699, + "X": 0.19797, + "B": 0.0438, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":4,"R":0.05811,"X":0.17632,"B":0.034,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 4, + "R": 0.05811, + "X": 0.17632, + "B": 0.034, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":5,"R":0.05695,"X":0.17388,"B":0.0346,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 5, + "R": 0.05695, + "X": 0.17388, + "B": 0.0346, + "G": 0, + "TurnsRatio": 1 + } , + { 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a/Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgDetailedInfiniteBus.json b/Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgDetailedInfiniteBus.json index 95f00def..66243703 100644 --- a/Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgDetailedInfiniteBus.json +++ b/Examples/AcPowerSystem/SingleApparatusInfiniteBus/SgDetailedInfiniteBus.json @@ -74,7 +74,7 @@ "FromBus": 1, "ToBus": 2, "R": 0.02, - "wL": 0.00, + "wL": 0.65, "wC": 0, "G": 0, "TurnsRatio": 1 @@ -125,7 +125,7 @@ "H": 2.1028, "SaturationA": 1, "SaturationB": 0.103, - "SaturationN": 10.6599, + "SaturationN": 10.659857, "D": 0.02056, "SpeedPara": 200, "K_A": 20, diff --git a/Examples/AcPowerSystem/WSCC_9Bus/WSCC_9Bus.json b/Examples/AcPowerSystem/WSCC_9Bus/WSCC_9Bus.json index a460a6bf..61accd21 100644 --- a/Examples/AcPowerSystem/WSCC_9Bus/WSCC_9Bus.json +++ b/Examples/AcPowerSystem/WSCC_9Bus/WSCC_9Bus.json @@ -1,172 +1,467 @@ { -"Basic": + + "Basic": { -"Fs":30000,"Fbase":60,"Sbase":1,"Vbase":1 + + "Fs": 30000, + "Fbase": 60, + "Sbase": 1, + "Vbase": 1 + } -,"Advance": +, + "Advance": { -"DiscretizationMethod":2,"LinearizationTimes":1,"DiscretizationDampingFlag":1,"DirectFeedthrough":0,"PowerFlowAlgorithm":2,"EnableCreateSimulinkModel":1,"EnablePlotPole":1,"EnablePlotAdmittance":1,"EnablePrintOutput":1,"EnableParticipation":0 + + "DiscretizationMethod": 2, + "LinearizationTimes": 1, + "DiscretizationDampingFlag": 1, + "DirectFeedthrough": 0, + "PowerFlowAlgorithm": 2, + "EnableCreateSimulinkModel": 1, + "EnablePlotPole": 1, + "EnablePlotAdmittance": 1, + "EnablePrintOutput": 1 + } -,"Bus": +, + "Bus": [ + { -"BusNo":1,"BusType":1,"Voltage":1.04,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":-99,"Qmax":99,"AreaNo":1,"AcDc":1 + + "BusNo": 1, + "BusType": 1, + "Voltage": 1.04, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": -99, + "Qmax": 99, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":2,"BusType":2,"Voltage":1.025,"Theta":0,"PGi":1.63,"QGi":0,"PLi":0,"QLi":0,"Qmin":-99,"Qmax":99,"AreaNo":1,"AcDc":1 + + "BusNo": 2, + "BusType": 2, + "Voltage": 1.025, + "Theta": 0, + "PGi": 1.63, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": -99, + "Qmax": 99, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":3,"BusType":2,"Voltage":1.025,"Theta":0,"PGi":0.85,"QGi":0,"PLi":0,"QLi":0,"Qmin":-99,"Qmax":99,"AreaNo":1,"AcDc":1 + + "BusNo": 3, + "BusType": 2, + "Voltage": 1.025, + "Theta": 0, + "PGi": 0.85, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": -99, + "Qmax": 99, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":4,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "BusNo": 4, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":5,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":1.25,"QLi":0.5,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "BusNo": 5, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 1.25, + "QLi": 0.5, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":6,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0.9,"QLi":0.3,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "BusNo": 6, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.9, + "QLi": 0.3, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":7,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "BusNo": 7, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":8,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":1,"QLi":0.35,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "BusNo": 8, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 1, + "QLi": 0.35, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + } , + { -"BusNo":9,"BusType":3,"Voltage":1,"Theta":0,"PGi":0,"QGi":0,"PLi":0,"QLi":0,"Qmin":0,"Qmax":0,"AreaNo":1,"AcDc":1 + + "BusNo": 9, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + } + ] -,"NetworkLine": +, + "NetworkLine": [ ] -,"NetworkLineIEEE": +, + "NetworkLineIEEE": [ + { -"FromBus":9,"ToBus":8,"R":0.0119,"X":0.1008,"B":0.209,"G":0,"TurnsRatio":1 + + "FromBus": 9, + "ToBus": 8, + "R": 0.0119, + "X": 0.1008, + "B": 0.209, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":7,"ToBus":8,"R":0.0085,"X":0.072,"B":0.149,"G":0,"TurnsRatio":1 + + "FromBus": 7, + "ToBus": 8, + "R": 0.0085, + "X": 0.072, + "B": 0.149, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":9,"ToBus":6,"R":0.039,"X":0.17,"B":0.358,"G":0,"TurnsRatio":1 + + "FromBus": 9, + "ToBus": 6, + "R": 0.039, + "X": 0.17, + "B": 0.358, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":7,"ToBus":5,"R":0.032,"X":0.161,"B":0.306,"G":0,"TurnsRatio":1 + + "FromBus": 7, + "ToBus": 5, + "R": 0.032, + "X": 0.161, + "B": 0.306, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":5,"ToBus":4,"R":0.01,"X":0.085,"B":0.176,"G":0,"TurnsRatio":1 + + "FromBus": 5, + "ToBus": 4, + "R": 0.01, + "X": 0.085, + "B": 0.176, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":6,"ToBus":4,"R":0.017,"X":0.092,"B":0.158,"G":0,"TurnsRatio":1 + + "FromBus": 6, + "ToBus": 4, + "R": 0.017, + "X": 0.092, + "B": 0.158, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":2,"ToBus":7,"R":0,"X":0.0625,"B":0,"G":0,"TurnsRatio":1 + + "FromBus": 2, + "ToBus": 7, + "R": 0, + "X": 0.0625, + "B": 0, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":3,"ToBus":9,"R":0,"X":0.0586,"B":0,"G":0,"TurnsRatio":1 + + "FromBus": 3, + "ToBus": 9, + "R": 0, + "X": 0.0586, + "B": 0, + "G": 0, + "TurnsRatio": 1 + } , + { -"FromBus":1,"ToBus":4,"R":0,"X":0.0576,"B":0,"G":0,"TurnsRatio":1 + + "FromBus": 1, + "ToBus": 4, + "R": 0, + "X": 0.0576, + "B": 0, + "G": 0, + "TurnsRatio": 1 + } + ] -,"Apparatus": +, + "Apparatus": [ + { -"BusNo":1,"Type":0,"Para": + + "BusNo": 1, + "Type": 0, + "Para": { -"J":23.64,"D":5.91,"wL":0.0001,"R":0.0001,"w0":376.99111843077515 + + "J": 23.64, + "D": 5.91, + "wL": 0.0001, + "R": 0.0001, + "w0": 376.99111843077515 + } + } , + { -"BusNo":2,"Type":0,"Para": + + "BusNo": 2, + "Type": 0, + "Para": { -"J":6.4,"D":1.6,"wL":0.0001,"R":0.0001,"w0":376.99111843077515 + + "J": 6.4, + "D": 1.6, + "wL": 0.0001, + "R": 0.0001, + "w0": 376.99111843077515 + } + } , + { -"BusNo":3,"Type":0,"Para": + + "BusNo": 3, + "Type": 0, + "Para": { -"J":3.01,"D":0.7525,"wL":0.0001,"R":0.0001,"w0":376.99111843077515 + + "J": 3.01, + "D": 0.7525, + "wL": 0.0001, + "R": 0.0001, + "w0": 376.99111843077515 + } + } , + { -"BusNo":4,"Type":100,"Para": + + "BusNo": 4, + "Type": 100, + "Para": [ ] + } , + { -"BusNo":5,"Type":100,"Para": + + "BusNo": 5, + "Type": 100, + "Para": [ ] + } , + { -"BusNo":6,"Type":100,"Para": + + "BusNo": 6, + "Type": 100, + "Para": [ ] + } , + { -"BusNo":7,"Type":100,"Para": + + "BusNo": 7, + "Type": 100, + "Para": [ ] + } , + { -"BusNo":8,"Type":100,"Para": + + "BusNo": 8, + "Type": 100, + "Para": [ ] + } , + { -"BusNo":9,"Type":100,"Para": + + "BusNo": 9, + "Type": 100, + "Para": [ ] + } + ] + } diff --git a/Examples/AcPowerSystem/WSCC_9BusFullOrder/README.md b/Examples/AcPowerSystem/WSCC_9BusFullOrder/README.md new file mode 100644 index 00000000..b9741dd0 --- /dev/null +++ b/Examples/AcPowerSystem/WSCC_9BusFullOrder/README.md @@ -0,0 +1,15 @@ +# WSCC_9Bus + +The test model is (an approximation of) the Western System Coordinating Council (WSCC) 3-machine, 9-bus system. + +This system, while small, is large enough to be nontrivial and thus permits the illustration of a number of stability concepts and results [2]. + +Information for this system is available thourgh multiple resources or their previous versions. + +## References + +[1] “Power System Dynamic Analysis-Phase I,” EPRI Report EL-484, Electric Power Research Institute, July 1977. + +[2] P. M. Anderson and A. A. Fouad, Power system control and stability. John Wiley & Sons, 2008. + +[3] P. W. Sauer, M. A. Pai, and J. H. Chow, Power system dynamics and stability: with synchrophasor measurement and power system toolbox. John Wiley & Sons, 2017. \ No newline at end of file diff --git a/Examples/AcPowerSystem/WSCC_9BusFullOrder/WSCC_9BusFullOrder.json b/Examples/AcPowerSystem/WSCC_9BusFullOrder/WSCC_9BusFullOrder.json new file mode 100644 index 00000000..f9355b66 --- /dev/null +++ b/Examples/AcPowerSystem/WSCC_9BusFullOrder/WSCC_9BusFullOrder.json @@ -0,0 +1,515 @@ + +{ + + "Basic": +{ + + "Fs": 30000, + "Fbase": 60, + "Sbase": 1, + "Vbase": 1 + +} +, + "Advance": +{ + + "DiscretizationMethod": 2, + "LinearizationTimes": 1, + "DiscretizationDampingFlag": 1, + "DirectFeedthrough": 0, + "PowerFlowAlgorithm": 2, + "EnableCreateSimulinkModel": 1, + "EnablePlotPole": 1, + "EnablePlotAdmittance": 1, + "EnablePrintOutput": 1 + +} +, + "Bus": +[ + + +{ + + "BusNo": 1, + "BusType": 1, + "Voltage": 1.04, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": -99, + "Qmax": 99, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 2, + "BusType": 2, + "Voltage": 1.025, + "Theta": 0, + "PGi": 1.63, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": -99, + "Qmax": 99, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 3, + "BusType": 2, + "Voltage": 1.025, + "Theta": 0, + "PGi": 0.85, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": -99, + "Qmax": 99, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 4, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 5, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 1.25, + "QLi": 0.5, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 6, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0.9, + "QLi": 0.3, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 7, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 8, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 1, + "QLi": 0.35, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} +, + +{ + + "BusNo": 9, + "BusType": 3, + "Voltage": 1, + "Theta": 0, + "PGi": 0, + "QGi": 0, + "PLi": 0, + "QLi": 0, + "Qmin": 0, + "Qmax": 0, + "AreaNo": 1, + "AcDc": 1 + +} + + +] +, + "NetworkLine": +[ + +] +, + "NetworkLineIEEE": +[ + + +{ + + "FromBus": 9, + "ToBus": 8, + "R": 0.0119, + "X": 0.1008, + "B": 0.209, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 7, + "ToBus": 8, + "R": 0.0085, + "X": 0.072, + "B": 0.149, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 9, + "ToBus": 6, + "R": 0.039, + "X": 0.17, + "B": 0.358, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 7, + "ToBus": 5, + "R": 0.032, + "X": 0.161, + "B": 0.306, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 5, + "ToBus": 4, + "R": 0.01, + "X": 0.085, + "B": 0.176, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 6, + "ToBus": 4, + "R": 0.017, + "X": 0.092, + "B": 0.158, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 2, + "ToBus": 7, + "R": 0, + "X": 0.0625, + "B": 0, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 3, + "ToBus": 9, + "R": 0, + "X": 0.0586, + "B": 0, + "G": 0, + "TurnsRatio": 1 + +} +, + +{ + + "FromBus": 1, + "ToBus": 4, + "R": 0, + "X": 0.0576, + "B": 0, + "G": 0, + "TurnsRatio": 1 + +} + + +] +, + "Apparatus": +[ + + +{ + + "BusNo": 1, + "Type": 30, + "Para": +{ + + "x_d": 0.3614, + "x_dd": 0.1505, + "x_ddd": 0.14, + "x_q": 0.2328, + "x_qd": 0.2258, + "x_qdd": 0.1158, + "x_l": 0.0832, + "R_a": 0.02, + "T_dd": 9, + "T_ddd": 0.05, + "T_qd": 0.6, + "T_qdd": 0.03, + "H": 9.56, + "SaturationA": 1, + "SaturationB": 0.103, + "SaturationN": 10.659857, + "D": 0.02056, + "SpeedPara": 200, + "K_A": 20, + "EnableSaturation": 0, + "wb": 376.99111843077515 + +} + + +} +, + +{ + + "BusNo": 2, + "Type": 30, + "Para": +{ + + "x_d": 1.5, + "x_dd": 0.5, + "x_ddd": 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-% UserDataName = 'DFIGInfiniteBus'; % Single DFIG and infinite bus % UserDataName = 'SgInfiniteBus'; % Single synchronous generator and infinite bus % UserDataName = 'GflInverterInfiniteBus'; % Single grid-following inverter and infinite bus % UserDataName = 'GfmInverterInfiniteBus'; % Single grid-forming inverter and infinite bus % UserDataName = 'Kundar_TwoAreaSystem'; +% UserDataName = 'WSCC_9Bus'; +% UserDataName = 'WSCC_9BusFullOrder'; % UserDataName = 'IEEE_14Bus'; % UserDataName = 'IEEE_14BusFullOrder'; -% UserDataName = 'IEEE_14BusDFIG'; % UserDataName = 'IEEE_30Bus'; % UserDataName = 'IEEE_39BusFullOrder'; % UserDataName = 'IEEE_57Bus'; @@ -45,7 +45,7 @@ %% Set user data type % If user data is in excel format, please set 1. If it is in json format, % please set 0. -UserDataType = 0; +UserDataType = 1; %% Run toolbox SimplusGT.Toolbox.Main(); From 5f174e097715f9e1c6b9d6f50613d8259af74379 Mon Sep 17 00:00:00 2001 From: Gregory Guo Date: Thu, 28 Nov 2024 16:25:40 +0800 Subject: [PATCH 9/9] docs(.gitignore): delete items for specific files docs(.gitignore): delete items for specific files --- .gitignore | 8 -------- .../IEEE_14BusFullOrder/~$IEEE_14Bus.xlsx | Bin 165 -> 0 bytes 2 files changed, 8 deletions(-) delete mode 100644 Examples/AcPowerSystem/IEEE_14BusFullOrder/~$IEEE_14Bus.xlsx diff --git a/.gitignore b/.gitignore index 1b58e241..1b6f0370 100644 --- a/.gitignore +++ b/.gitignore @@ -2,13 +2,5 @@ /Library/SimplusPS.slx /Library/SimplusGT.slx /slprj -/+SimplusGT/+Simulink/slprj -/+SimplusGT/+Class/slprj -/Examples/AcPowerSystem/SingleApparatusInfiniteBus/slprj -/Examples/AcPowerSystem/IEEE_14Bus/slprj -/Library/slprj *.autosave *.asv -*.autosave -*.autosave -mymodel_v1.slx.autosave diff --git a/Examples/AcPowerSystem/IEEE_14BusFullOrder/~$IEEE_14Bus.xlsx b/Examples/AcPowerSystem/IEEE_14BusFullOrder/~$IEEE_14Bus.xlsx deleted file mode 100644 index 62e1215262995064d8c51a25bccea61e5f77dacd..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 165 jcmZQ~4h{_tF)&de4X`sfGXyh)0&xg~0fPyH0!<+RI@%Ar

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