From 7846a2dcfdefd97aa4804e35ae04598ba6d46593 Mon Sep 17 00:00:00 2001 From: Martin Bauer <martin.bauer@fau.de> Date: Sun, 28 Apr 2019 14:52:35 +0200 Subject: [PATCH] notebook fix --- .../test_n_phase_boyer_noncoupled.ipynb | 134 ++++++------------ 1 file changed, 46 insertions(+), 88 deletions(-) diff --git a/lbmpy_tests/test_n_phase_boyer_noncoupled.ipynb b/lbmpy_tests/test_n_phase_boyer_noncoupled.ipynb index 939124d8..328fbc9e 100644 --- a/lbmpy_tests/test_n_phase_boyer_noncoupled.ipynb +++ b/lbmpy_tests/test_n_phase_boyer_noncoupled.ipynb @@ -111,57 +111,22 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 8, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAkAAAAOCAYAAAD9lDaoAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAwUlEQVQoFW2RAQ0CMQxFO4KABQl3Di7BwUnAAw5Aw0lAw+EADeDgsICE8f5YlyWsyV/X7rXptpBSshBCNLMFyYafsytnr7I3AatgF7EKEpqVk91QdMA9uY/kkILND92TW5HaDDuWtzZlLrZ/Fusc3sE96IbUqQ9xMBdgUVG3E4C61BuHTJJxYzbdVsVnz2nwagAXBS2geK9FBnDCjS1ALr9+7kQwARxbQIWYCi0g0Q90R276qgOaKByVfCK9R0/5J77gcplRh1ZH/wAAAABJRU5ErkJggg==\n", - "text/latex": [ - "$\\displaystyle 2$" - ], - "text/plain": [ - "2" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "def grad(e):\n", - " return sum( for d)" + "def lapl(e):\n", + " return sum(ps.fd.diff(e, d, d) for d in range(dh.dim))" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, - "outputs": [ - { - "ename": "AssertionError", - "evalue": "Can only discretize objects with (integer) subscripts", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mAssertionError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m<ipython-input-8-bf49431283fc>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mrhs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mα\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0mμvec\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2\u001b[0m discretized_rhs = [discretize(fd.expand_diff_full( Diff(Diff(mobility * rhs_i)) + fd.transient(cvec[i], idx=i), functions=μvec))\n\u001b[0;32m----> 3\u001b[0;31m for i, rhs_i in enumerate(rhs)]\n\u001b[0m\u001b[1;32m 4\u001b[0m c_assignments = [Assignment(lhs, rhs) \n\u001b[1;32m 5\u001b[0m for lhs, rhs in zip(c_tmp.center_vector, discretized_rhs)]\n", - "\u001b[0;32m<ipython-input-8-bf49431283fc>\u001b[0m in \u001b[0;36m<listcomp>\u001b[0;34m(.0)\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mrhs\u001b[0m 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euler\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 160\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mtransient_term\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mscalar\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdt\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_discretize_spatial\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrhs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 161\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 162\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtransient_terms\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/code/python_codegen/pystencils/pystencils/fd/finitedifferences.py\u001b[0m in \u001b[0;36m_discretize_spatial\u001b[0;34m(self, e)\u001b[0m\n\u001b[1;32m 113\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mspatial_stencil\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindices\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0marg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 114\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 115\u001b[0;31m \u001b[0mnew_args\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_discretize_spatial\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0ma\u001b[0m \u001b[0;32min\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 116\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0mnew_args\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mnew_args\u001b[0m \u001b[0;32melse\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 117\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/code/python_codegen/pystencils/pystencils/fd/finitedifferences.py\u001b[0m in \u001b[0;36m<listcomp>\u001b[0;34m(.0)\u001b[0m\n\u001b[1;32m 113\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mspatial_stencil\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindices\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0marg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 114\u001b[0m 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in \u001b[0;36mfd_stencils_standard\u001b[0;34m(indices, dx, fa)\u001b[0m\n\u001b[1;32m 12\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mfd_stencils_standard\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindices\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfa\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 13\u001b[0m \u001b[0morder\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindices\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 14\u001b[0;31m \u001b[0;32massert\u001b[0m \u001b[0mall\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m \u001b[0;34m>=\u001b[0m \u001b[0;36m0\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mi\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mindices\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"Can only discretize objects with (integer) subscripts\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 15\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0morder\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 16\u001b[0m \u001b[0midx\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mindices\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mAssertionError\u001b[0m: Can only discretize objects with (integer) subscripts" - ] - } - ], + "outputs": [], "source": [ "rhs = α * μvec\n", - "discretized_rhs = [discretize(fd.expand_diff_full( Diff(Diff(mobility * rhs_i)) + fd.transient(cvec[i], idx=i), functions=μvec))\n", + "discretized_rhs = [discretize(fd.expand_diff_full( lapl(mobility * rhs_i) + fd.transient(cvec[i], idx=i), functions=μvec))\n", " for i, rhs_i in enumerate(rhs)]\n", "c_assignments = [Assignment(lhs, rhs) \n", " for lhs, rhs in zip(c_tmp.center_vector, discretized_rhs)]" @@ -169,7 +134,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -178,21 +143,9 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 11, "metadata": {}, - "outputs": [ - { - "ename": "NameError", - "evalue": "name 'c_assignments' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m<ipython-input-9-b7d3a980d62c>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0moptimization\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m{\u001b[0m\u001b[0;34m'cpu_openmp'\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;36m4\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'cpu_vectorize_info'\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0mμ_kernel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcreate_kernel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mμ_assignments\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtarget\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdh\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdefault_target\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0moptimization\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcompile\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m \u001b[0mc_kernel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcreate_kernel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mc_assignments\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtarget\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdh\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdefault_target\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0moptimization\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcompile\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 7\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mset_c\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mslice_obj\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mNameError\u001b[0m: name 'c_assignments' is not defined" - ] - } - ], + "outputs": [], "source": [ "μ_sync = dh.synchronization_function(μ.name)\n", "c_sync = dh.synchronization_function(c.name)\n", @@ -225,7 +178,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -238,7 +191,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": {}, "outputs": [], "source": [ @@ -247,29 +200,42 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": {}, - "outputs": [], + "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": [ "plt.phase_plot(dh.gather_array(c.name))" ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 15, "metadata": {}, "outputs": [ { "data": { - "image/png": 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+ "image/png": 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"text/latex": [ - "$$\\left [ 146.44269023807928, \\quad 117.81813928465394, \\quad 95.73917047726678\\right ]$$" + "$\\displaystyle \\left[ 146.44269023807928, \\ 117.81813928465394, \\ 95.73917047726678\\right]$" ], "text/plain": [ "[146.44269023807928, 117.81813928465394, 95.73917047726678]" ] }, - "execution_count": 14, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } @@ -280,23 +246,23 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "0 0.4948967100003756 [83.97834853343086, 100.48843351167487, 175.53321795489427]\n", - "1 0.46325071699993714 [83.73089000952169, 100.65861489552344, 175.6104950949548]\n", - "2 0.4162677360000089 [83.49917147819785, 100.82171580037817, 175.679112721424]\n", - "3 0.4208440130000781 [83.31522725116703, 100.94465624438456, 175.74011650444845]\n", - "4 0.4054762699997809 [83.14244042613915, 101.06096493509406, 175.79659463876686]\n", - "5 0.4099374320003335 [82.98452286961921, 101.16728073593467, 175.84819639444606]\n", - "6 0.4051740560003054 [82.84784900062101, 101.25699289301976, 175.89515810635933]\n", - "7 0.38569620899988877 [82.74572683273676, 101.31684772333017, 175.93742544393302]\n", - "8 0.3827051820003362 [82.67014193290147, 101.35096921023188, 175.9788888568664]\n", - "9 0.4393134040001314 [75.9000636413822, 108.96518552940361, 175.13475082921425]\n" + "0 0.30607624700132874 [83.97888710273061, 100.48794346625529, 175.5331694310141]\n", + "1 0.2600655169990205 [83.73094685534376, 100.65854574856168, 175.6105073960945]\n", + "2 0.2601136189987301 [83.49914818603683, 100.82173327601079, 175.67911853795226]\n", + "3 0.25987518599868054 [83.31519592224448, 100.94468140501989, 175.74012267273554]\n", + "4 0.2651959220020217 [83.14239972296966, 101.06100094405181, 175.79659933297853]\n", + "5 0.25910847799968906 [82.984481834461, 101.16731750637399, 175.8482006591651]\n", + "6 0.259863024999504 [82.84781128433397, 101.2570276449976, 175.89516107066834]\n", + "7 0.2606479199966998 [82.7456965110742, 101.31687551766585, 175.93742797125986]\n", + "8 0.25991897900166805 [82.67010885583116, 101.35099855297112, 175.97889259119805]\n", + "9 0.2590353729974595 [75.9000280154447, 108.9652166787719, 175.1347553057833]\n" ] } ], @@ -315,20 +281,12 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 17, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/local/bauer/miniconda3/envs/pystencils_dev/lib/python3.7/site-packages/matplotlib/contour.py:1243: UserWarning: No contour levels were found within the data range.\n", - " warnings.warn(\"No contour levels were found\"\n" - ] - }, { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "<Figure size 1152x432 with 4 Axes>" ] @@ -354,7 +312,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ @@ -363,7 +321,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 19, "metadata": {}, "outputs": [ { -- GitLab