From d74c02147446bfbce5f6e4ee28d1c29440326593 Mon Sep 17 00:00:00 2001 From: Ross MacDonald Date: Thu, 6 Nov 2025 10:05:12 -0500 Subject: [PATCH 1/2] Minor fixes --- L_D_scan.ipynb | 20 +++++++++----------- 1 file changed, 9 insertions(+), 11 deletions(-) diff --git a/L_D_scan.ipynb b/L_D_scan.ipynb index bf9b1a1..8dc1a2d 100644 --- a/L_D_scan.ipynb +++ b/L_D_scan.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "de50963b", "metadata": {}, "outputs": [ @@ -13,14 +13,12 @@ "Scanning L = 1.0 m\n", "Scanning L = 2.0 m\n", "Scanning L = 3.0 m\n", - "Scanning L = 4.0 m\n", - "Scanning L = 5.0 m\n", - "Saved plot to extraction_vs_diameter.png\n" + "Scanning L = 4.0 m\n" ] }, { "data": { - "image/png": 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", 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", 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" ] @@ -65,7 +63,7 @@ " try:\n", " # The solve function now returns a single dictionary\n", " [results, solution] = bubble_col_glc.solve(params)\n", - " eff = results.get(\"extraction_efficiency [%]\", np.nan)\n", + " eff = results.get(\"extraction_efficiency [fraction]\", np.nan)\n", " except Exception as e:\n", " print(f\" solve failed for D={D:.3f} L={L:.2f}: {e}\")\n", " eff = np.nan\n", @@ -82,7 +80,7 @@ " plt.xlabel(\"Column diameter (m)\")\n", " plt.ylabel(\"Extraction efficiency [%]\")\n", " plt.title(\"Extraction Efficiency vs. Column Diameter for Various Lengths\")\n", - " plt.ylim(0, 100)\n", + " plt.ylim(0, 0.6)\n", " plt.xlim(diameters.min(), diameters.max())\n", " plt.grid(True, which='both', linestyle='--', linewidth=0.5)\n", " plt.legend()\n", @@ -96,16 +94,16 @@ " \"c_T_inlet\": 1.96e-2, # mol/m^3\n", " \"y_T2_in\": 0.0,\n", " \"P_0\": 5e5,\n", - " \"BCs\": \"O-C\", # Boundary conditions: \"O-C\" or \"C-C\"\n", + " \"BCs\": \"C-C\", # Boundary conditions: \"O-C\" or \"C-C\"\n", " \"Flow_l\": 560, # kg/s\n", - " \"Flow_g\": 10, # mol/s\n", + " \"Flow_g\": 0.19, # mol/s\n", " \"T\": 623,\n", " \"elements\": 50, # Number of initial mesh elements for solver\n", "}\n", "\n", "# Define the parameter space for the scan\n", - "diameters = np.linspace(0.1, 1.0, 40) # m\n", - "lengths = [1.0, 2.0, 3.0, 4.0, 5.0] # m\n", + "diameters = np.linspace(0.01, 1.0, 40) # m\n", + "lengths = [1.0, 2.0, 3.0, 4.0] # m\n", "\n", "scan_results = run_scan(diameters, lengths, base_params)\n", "plot_results(diameters, scan_results)" From 9c93c985667074010961ccad2c2435ddfc3d3e31 Mon Sep 17 00:00:00 2001 From: Ross MacDonald Date: Thu, 6 Nov 2025 10:05:36 -0500 Subject: [PATCH 2/2] Partial updates --- bubble_col_glc_maths.md | 27 ++++++++++++++++++++++++--- 1 file changed, 24 insertions(+), 3 deletions(-) diff --git a/bubble_col_glc_maths.md b/bubble_col_glc_maths.md index b4684ac..082234a 100644 --- a/bubble_col_glc_maths.md +++ b/bubble_col_glc_maths.md @@ -363,7 +363,30 @@ To solve this system numerically, it is standard practice to convert the two sec $$ S = \begin{bmatrix} S_0 \\ S_1 \\ S_2 \\ S_3 \end{bmatrix} = \begin{bmatrix} x_T \\ dx_T/d\xi \\ y_{T_2} \\ dy_{T_2}/d\xi \end{bmatrix} $$ -The system can then be written as $\frac{dS}{d\xi}$ by rearranging the equations in (9.3.1) to solve for the second derivatives: +The goal is to express the derivative of this vector, $\frac{dS}{d\xi}$, in terms of the components of $S$ itself. The first and third equations of the system are direct definitions from the state vector: +- $dS_0/d\xi = d(x_T)/d\xi = S_1$ +- $dS_2/d\xi = d(y_{T_2})/d\xi = S_3$ + +For the second and fourth equations, we rearrange the governing ODEs (9.3.1) to solve for the second derivatives, $d^2x_T/d\xi^2$ (which is $dS_1/d\xi$) and $d^2y_{T_2}/d\xi^2$ (which is $dS_3/d\xi$). + +**For the liquid phase:** +$$ +\frac{1}{Bo_{l}}\frac{d^{2}x_{T}}{d\xi^{2}} + \frac{dx_{T}}{d\xi} - \phi_{l}\theta = 0 \quad \rightarrow \quad \frac{d^{2}x_{T}}{d\xi^{2}} = Bo_l(\phi_l\theta - \frac{dx_{T}}{d\xi}) +$$ +In terms of the state vector, this becomes: +$$ +\frac{dS_1}{d\xi} = Bo_l(\phi_l\theta - S_1) +$$ + +**For the gas phase:** +$$ +\frac{(1-\xi\psi)}{Bo_{g}}\frac{d^{2}y_{T_{2}}}{d\xi^{2}} - \left(1 + \frac{2\psi}{Bo_{g}}\right)\frac{dy_{T_{2}}}{d\xi} + \phi_{g}\theta = 0 \quad \rightarrow \quad \frac{d^{2}y_{T_{2}}}{d\xi^{2}} = \frac{Bo_g}{1-\xi\psi}\left[\left(1 + \frac{2\psi}{Bo_{g}}\right)\frac{dy_{T_{2}}}{d\xi} - \phi_{g}\theta\right] +$$ +In terms of the state vector, this becomes: +$$ +\frac{dS_3}{d\xi} = \frac{Bo_g}{1-\xi\psi}\left[\left(1 + \frac{2\psi}{Bo_{g}}\right)S_3 - \phi_{g}\theta\right] +$$ +Leading to the system of four first-order ODEs: $$ \frac{dS}{d\xi} = \begin{cases} @@ -481,5 +504,3 @@ When the interfacial area $a$ is known, the mass transfer coefficient can be cal $$ h_l = \frac{a h_{l}}{a} $$ - -