From b42ea55e33bff75b9e51bf48a61cac39e646cfb0 Mon Sep 17 00:00:00 2001
From: markus holzer <markus.holzer@fau.de>
Date: Sun, 14 Mar 2021 22:37:45 +0100
Subject: [PATCH] Convert notebook to python code

---
 ...st_neumann_evaluation_circle_fitting.ipynb | 186 ------------------
 lbmpy_tests/phasefield/test_phasefield.py     |  29 +++
 2 files changed, 29 insertions(+), 186 deletions(-)
 delete mode 100644 lbmpy_tests/phasefield/test_neumann_evaluation_circle_fitting.ipynb

diff --git a/lbmpy_tests/phasefield/test_neumann_evaluation_circle_fitting.ipynb b/lbmpy_tests/phasefield/test_neumann_evaluation_circle_fitting.ipynb
deleted file mode 100644
index 4c35416d..00000000
--- a/lbmpy_tests/phasefield/test_neumann_evaluation_circle_fitting.ipynb
+++ /dev/null
@@ -1,186 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<module 'skimage' from '/home/markus/miniconda3/envs/pystencils/lib/python3.8/site-packages/skimage/__init__.py'>"
-      ]
-     },
-     "execution_count": 1,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "import pytest\n",
-    "pytest.importorskip('skimage')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import numpy as np\n",
-    "from lbmpy.session import *\n",
-    "from lbmpy.phasefield.experiments2D import *\n",
-    "from lbmpy.phasefield.post_processing import *\n",
-    "from lbmpy.phasefield.contact_angle_circle_fitting import *"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Testing Neumann angle evaluation based on circle fitting\n",
-    "\n",
-    "Set up a 3 phase model to have example data"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "kappa3 = 0.03\n",
-    "alpha = 1\n",
-    "\n",
-    "sc = liquid_lens_setup(domain_size=(150, 60), optimization={'target': 'cpu'}, \n",
-    "                       kappas=(0.01, 0.02, kappa3), \n",
-    "                       cahn_hilliard_relaxation_rates=[np.nan, 1, 3/2], \n",
-    "                       cahn_hilliard_gammas=[1, 1, 1/3],\n",
-    "                       alpha=alpha)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "sc.run(10000)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 1152x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "if 'is_test_run' not in globals():\n",
-    "    plt.phase_plot_for_step(sc)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "<frozen importlib._bootstrap>:219: RuntimeWarning: numpy.ufunc size changed, may indicate binary incompatibility. Expected 192 from C header, got 216 from PyObject\n",
-      "<frozen importlib._bootstrap>:219: RuntimeWarning: numpy.ufunc size changed, may indicate binary incompatibility. Expected 192 from C header, got 216 from PyObject\n",
-      "<frozen importlib._bootstrap>:219: RuntimeWarning: numpy.ufunc size changed, may indicate binary incompatibility. Expected 192 from C header, got 216 from PyObject\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": "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\n",
-      "text/latex": [
-       "$\\displaystyle \\left[ 97.3044816152428, \\  120.290780534512, \\  142.404737850245\\right]$"
-      ],
-      "text/plain": [
-       "[97.30448161524285, 120.29078053451232, 142.40473785024486]"
-      ]
-     },
-     "execution_count": 6,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "angles = liquid_lens_neumann_angles(sc.concentration[:, :, :])\n",
-    "assert sum(angles) == 360\n",
-    "angles"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": "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\n",
-      "text/latex": [
-       "$\\displaystyle \\left[ 90.0, \\  126.869897645844, \\  143.130102354156\\right]$"
-      ],
-      "text/plain": [
-       "[89.99999999999999, 126.86989764584402, 143.13010235415598]"
-      ]
-     },
-     "execution_count": 7,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "analytic_angles = analytic_neumann_angles([0.01, 0.02, kappa3])\n",
-    "analytic_angles"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "for ref, simulated in zip(analytic_angles, angles):\n",
-    "    assert np.abs(ref - simulated) < 8"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.8.2"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/lbmpy_tests/phasefield/test_phasefield.py b/lbmpy_tests/phasefield/test_phasefield.py
index 447c58b4..d8970c8d 100644
--- a/lbmpy_tests/phasefield/test_phasefield.py
+++ b/lbmpy_tests/phasefield/test_phasefield.py
@@ -1,4 +1,6 @@
+import pytest
 import sympy as sp
+import numpy as np
 
 from lbmpy.phasefield.analytical import (
     analytic_interface_profile, chemical_potentials_from_free_energy, cosh_integral,
@@ -7,6 +9,9 @@ from lbmpy.phasefield.analytical import (
     symmetric_symbolic_surface_tension)
 from pystencils.fd import evaluate_diffs, expand_diff_full
 
+from lbmpy.phasefield.experiments2D import liquid_lens_setup
+from lbmpy.phasefield.contact_angle_circle_fitting import liquid_lens_neumann_angles
+from lbmpy.phasefield.post_processing import analytic_neumann_angles
 
 def test_analytic_interface_solution():
     """Ensures that the tanh is an analytical solution for the prescribed free energy / chemical potential
@@ -67,3 +72,27 @@ def test_pressure_tensor():
 
     for f1_i, f2_i in zip(force_chem_pot, force_pressure_tensor):
         assert sp.expand(f1_i - f2_i) == 0
+
+
+def test_neumann_angle():
+    pytest.importorskip('skimage')
+    kappa3 = 0.03
+    alpha = 1
+
+    sc = liquid_lens_setup(domain_size=(150, 60), optimization={'target': 'cpu'},
+                           kappas=(0.01, 0.02, kappa3),
+                           cahn_hilliard_relaxation_rates=[np.nan, 1, 3 / 2],
+                           cahn_hilliard_gammas=[1, 1, 1 / 3],
+                           alpha=alpha)
+
+    sc.run(10000)
+
+    angles = liquid_lens_neumann_angles(sc.concentration[:, :, :])
+    assert sum(angles) == 360
+
+    analytic_angles = analytic_neumann_angles([0.01, 0.02, kappa3])
+    for ref, simulated in zip(analytic_angles, angles):
+        assert np.abs(ref - simulated) < 8
+
+    # to show the phasefield use:
+    # plt.phase_plot_for_step(sc)
-- 
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