From ed1243d1738f5290a77ae8bb3fd387a933356120 Mon Sep 17 00:00:00 2001 From: Simon Gravelle Date: Fri, 2 Aug 2024 14:11:35 +0200 Subject: [PATCH] adjust figure creation to new pyplot scripts --- .../length-unbreakable-pyplot.ipynb | 94 ++++++++++-------- .../stress-strain-unbreakable-article.png | Bin 79942 -> 67357 bytes 2 files changed, 52 insertions(+), 42 deletions(-) diff --git a/docs/sphinx/source/tutorials/figures/level1/breaking-a-carbon-nanotube/length-unbreakable-pyplot.ipynb b/docs/sphinx/source/tutorials/figures/level1/breaking-a-carbon-nanotube/length-unbreakable-pyplot.ipynb index 81f4b926..0a5e005f 100644 --- a/docs/sphinx/source/tutorials/figures/level1/breaking-a-carbon-nanotube/length-unbreakable-pyplot.ipynb +++ b/docs/sphinx/source/tutorials/figures/level1/breaking-a-carbon-nanotube/length-unbreakable-pyplot.ipynb @@ -8,8 +8,7 @@ "outputs": [], "source": [ "import numpy as np\n", - "import sys, os, git\n", - "from matplotlib import pyplot as plt" + "import sys, os, git" ] }, { @@ -35,10 +34,8 @@ "level = path_in_folder.split(\"/\")[-2]\n", "tutorial_name = path_in_folder.split(\"/\")[-1]\n", "print(\"level:\" , level, \"& tutorial name:\", tutorial_name)\n", - "sys.path.append(git_path + \"/docs/sphinx/source/tutorials/figures/pyplot-perso/\")\n", - "from functions import complete_panel, save_figure, set_boundaries, \\\n", - " add_subplotlabels, set_boundaries, prepare_figure\n", - "from color_series1 import colors\n", + "sys.path.append(git_path + \"/docs/sphinx/source/tutorials/figures/pyplot-perso\")\n", + "from plttools import PltTools\n", "path_figures = current_path[len(git_path):] + '/'\n", "data_path = git_path + \"/docs/lammpstutorials-inputs/\" + level + \"/\" + tutorial_name + \"/unbreakable-bonds/\"\n", "print(\"data path: \", data_path)" @@ -63,12 +60,12 @@ { "cell_type": "code", "execution_count": 4, - "id": "42e4386d", + "id": "c297014d", "metadata": {}, "outputs": [ { "data": { - "image/png": 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63VRrFP9i4udOSvt7Nb3crWp/t6rfzjtznC0AAACwumIHfaZpajKZqN1uq91uyzAM2bYt27aVSCSinwEAAAAAAA57Ax0c1s/CvaOGXveHsccqJhP6YPdsj739var+aCdH5x8AAABspbk1pQ/DUOPxWOPx+Mr9lmXJsqwo+LsIAuNiX0AAAAAAAFbfyXCsD89DvYPDuv613Y89Vtoy9c3n5SjY+0J1R5ZJsAcAAAAsfPfpyWSiyWRyawBo2/aVEHCaAJCgDwAAAACA1dP3fH3/zUm0z97fNdoKY45lGYa+9GQn2mfva09LSiesuc4XAAAA2AQPDvosy5JpmvJ9X2E4/Uf4iwDwtvEuV/9ZlnUlALx4DvYEBAAAAABgebxJoJ8ct/TqqKGDw4Z+9MmJvCButCf9WTkfVex963lFxRTbgQAAAAD3iR30BUGgdDqtUql05X7P8+T7vjzPk+d5dwZ6d7l4/HB4tVf/RehHRR8AAAAAAI8vCEP9stmJ9tn7+HVTfX/69f51v5PP6Dvnwd7L3aqeOuk5zhYAAADYDg+q6EulUjfuu6jEy2QyV+6/HgB6njdTBeDFMRcI/AAAAAAAWJwwDPXrTl8Hh2f77H141FBjOL7/wDtU00m93K1qf6+q/d2aPlNwZBjsswcAAAA8ROygb5aQTnp3AHg9BJx1bAAAAAAA8HBv3aFenQd7B0d1/Vd3EHusnG3pW88r2t+raX+3qj+vFGQS7AEAAABzFTvoy2azsu2H98u/CAAvC4JAk8nkRghIAAgAAAAAwPy0R56++7qpg6O6Dg4b+t+tbuyxbNPQ156Wzyv2qvryk5Jsy5zjbAEAAABcFzvoKxQK85zHFaZpyjTNWwPA0Wik09PThT03AAAAAACbauhP9MO3J2cVe4cN/bTeUhDzmlpD0hdqRe2f77P3zWdlOfaDdggBAAAAMKO1+gRumqYymYzG47Fc1132dNbGycnJrfseZLNZ5XK5JcwIAAAAAPAYJkGon9VPz4O9un7w9kTDSfw97/9wJ6f983323n9RVTmdnONsAQAAgM3W6/XU7/dv3P+QjpZrFfRdSCaTBH0zCMPw1hcJrVABAAAAYLOEYah/avWiVpwfvW6oPfZjj7ebTZ8He2f77O3mMnOcLQAAALBdwjBUEMS/8O42axn0ZTKZuewPuC0Mw7i1ou+2+wAAAAAA6+W/uq4ODht6dVTXq6OG3rij2GOVUrY+eFE932evpj/YybJ2BAAAAObEMAyZ5s19rO8q2JrGWgZ9kpRIrO3UH125XFYySTsVAAAAANgE9cFIHx41onacv+7E73iTSVh673k5qtr7fKUoyyTYAwAAABYhl8vduqXaeDxWs9mMNSZpGQAAAAAAK6zn+fr4dTNqx/n3zU7ssRKmoa88Kenl+T57X31aUsqy5jhbAAAAAI+JoA8AAAAAgBUyngT68SctHRzWdXDU0E+OW/KD+Hus/0WlELXifO95RfkkXwUAAAAAm4JP9wAAAAAALFEQhvpFo62Dw4YOjur63psTuf4k9nifLTja36tpf7eqD3arqmVSc5wtAAAAgFVC0AcAAAAAwCMKw1D/1u5HFXsfHjV0MvJij/c0k4oq9vb3qvqdvDPH2QIAAABYZQR9AAAAAAAs2Ov+MAr2Dg7rOuwPY49VSCb0/ouq9s/32fuTUl6GYcxxtgAAAADWBUEfAAAAAABz1hqN9eFRQ6+OGjo4bOifT3uxx0pZpr7xrHwe7NX0xVpRCdOc42wBAAAArCuCPgAAAAAAHsj1fH3/7Um0z97P622FMccyDemvajtRK86vPysrk7DmOl8AAAAAm4Gg7w5BEGg4HMowDJmmKfPa1ZKX26KEYXjluCAIJEm2bSuRmO1XPBqN5HleNEYikZBlWbJt+8YcAAAAAADL4U0C/bR+GrXj/NHblsbn67g4/qSU18vdqr6zV9W3X1S1k7LnOFsAAAAAm4qg7w6e56ndbj9ojHw+r1wud+/jgiBQt9uV67rvfJzjOMrn8wR+AAAAAPDIgjDUr0465xV7DX38uqmu58ce77dyGX1nr6r93Zpe7lb1PJue42wBAAAAbAuCviUbDAY6PT2VJFmWpVwup2QyqUQiId/35Xmeer2efN+X67pyXVfFYlGO4yx34gAAAACw4X7T6UetOF8dNlQfjmOPVUkn9XK3er7PXlWfLWSvdIoBAAAAgDgI+pbIdd2oatBxHBWLxSt/nkgklEgklMlk1Ov11O12JUntdluWZSmVSj36nAEAAABgU33iDvXhUVN/fd6O8z+77+668i7ZhKVvvaicB3s1fa5SkEmwBwAAAGDOCPrucLk9ZjabjfbhCy7tuRBc23/h+m3Lunuz9MutQS3LuhHyXZfL5TQajTQen11B2m639eTJkyn+JgAAAACA23TGnr77uhlV7f3qpBt7LNs09NWnJe3v1rS/V9WXn5SUtNh2AQAAAMBiEfTdwzAMFQqFuY/b6XSin/P5/FTHFItF1et1SdJkMpHnebJtNmgHAAAAgGkM/Yl+9ElLB+cVez89PtXk/KLOWRmSPl8tan+3qu/s1fTN52VlbZbYAAAAAB4Xq5B7XK7sm5cgCKLKPElTh3WJREKGYUTVhQR9AAAAAHC3SRDq543TqGLv+29ONJwE9x94h98vZqNWnB/sVlVJJ+c4WwAAAACYHUHfEoxGoyu3ZwkTLcuS7/vznhIAAAAArL0wDPXPp70o2PvoqKnTsRd7vOdOSvt7tSjc+61cZo6zBQAAAICHI+i7h7GAzdInk8mN23EqB9+1ByAAAAAAbIP/6Q2iVpwHh3W9cUf3H3SHnaSt93cr0T57f7STW8iaEAAAAADmhaDvHoto3Xmd67oqFotTPfZyNR9tOwEAAABsm+ZwrA/PQ72Do4b+rd2PPVbaMvXN5+Uo2PtCdUeWSbAHAAAAYH0Q9N0hCOLv23Cf65V4ruvKcZx7g7vBYBD9nM1mHyWEBAAAAIBl6nu+vvfmJAr2ftFoK4w5lmUY+vKTHb08b8X5taclpRN0SgEAAACwvgj67rGIMC2VSt24r9FoqFqtvjPs63a7kqREIqFCoTD3eQEAAADAsnmTQD85bkX77P34k5a8IG60J/15OR/ts/etFxUVknRGAQAAALA5CPrucTno831frutqNBppMpkoDEMZhiHLspTJZJROp5VI3P8rNU1T6XRaw+Hwyv2NRkOO49zaxrPZbGoymSiRSKhWqz38LwYAAAAAKyAIQ/2y2Ykq9j5+3VTfn9x/4B3+V97R/l5V+7s1fbBb0VMnPcfZAgAAAMBqIeibgu/7arfbGo/HN/4sDEP5vq9ut6tut3tnUHddsViU53maTK4uYF3X1WAwUC6XUy6XUxAEajab8n1f6XRapVJpbn8vAAAAAHhsYRjq39t9vTpq6OCooQ+PGmoMb661pvUkk9TL3bOKvf29qv5XITvH2QIAAADAaiPou8PFHn2DwUCu6059nOu6Go/HqlQq72z7aZqmqtWqjo+PFYZX29CEYahut6terxfdLhaLchwnxt9E8jxvpsdblnVjH0EAAAAAiOtNf6iDo7oODht6ddTQf/cG9x90h7yd0LdfVM6DvZr+rJyXYRhznC0AAAAAPMxkMrlR6PUus+Y4lxH03eMihEskEspkMrIsS6ZpKggCjcdjDQaDG0Gd7/tqtVqqVCrvHNs0TT158kStVuvOasELnufJ9/2pWoNe1+l0Znp8LpdTPp+f+XkAAAAAQJJOR54+et2I9tn7p1Yv9lhJ09TXn5Wiffb+qrYj25r/XuoAAAAAMC+u60bFXItG0HeHyyHbXdV0mUxGxWJRnU5H/X7/yp+Nx2O5rntvFZ5pmqpUKreOcZnrunJdV9lsVoVCYca/DQAAAAAszsCf6AdvT6J99n5WP1UQ3n/cbQxJX6ztnO+zV9U3npXl2CxdAQAAAOA2rJbewTAMVSoV2bb9zscVCgWZpqlut3vl/k6nc2/QFwSBut1u1B40m81qNBrJ9/1bH9/v9zUcDlUul2NV9wEAAADAQ/lBoL89PtXB0VnV3g8/OdFoEsQe7492cufBXk3v71ZUSiXnOFsAAAAA2FwkRXdwHGemPfFyuZxc173SczUMw3e22/Q8T81mU2EYyrIslUqlKFT0PE+dTufWlp6TyUSNRkPVanWqsK9QKNwbVl7G/nwAAAAALgvDUP/7pHse7NX13TdNdca3X5w4jb1sOmrF+XK3qt1cZo6zBQAAAIDlchxHqVRq6sdfZEJxEPTNUbFY1MnJyZX7xuPxrWGc53lqNBqSzoK1arUq0/x0nwnbtlWpVKL9/q5X+IVhqHa7fe8+gBdjJZNcEQsAAABgev/ZcXVwVNfBYUOvjhr6ZDCKPVY5ZeuD3bNWnPt7Nf1+MSvDMOY4WwAAAABYHZZlPVpRFUHfHKVSKVmWdaWq77YWnEEQqNlsRrfL5fKVkO+yRCKhWq2mXq93ozXoeDzWaDSaKRUGAAAAgNvUByO9Om/FeXBU1286buyxnISl956Xtb9b0/5eVZ+vFmUS7AEAAADA3BH0zZlt21eCvtt0u12F4dnO9Nlsdqr2m7lcTqZpqt1uX7mfoA8AAABAHN2xr4/fNHVwWNfBUUO/bMZrEyNJCdPQV56Uooq9rz4tKWndfjEjAAAAAGB+CPrm7Hop5m0hnut+emXsLPsAOo6jfr9/pUrwvlARAAAAACRpNJnox5+0ooq9vzk+lR+Escf7fLWgl7tV7e/W9K0XFeVslpcAAAAA8NhYic3Z9Rac14O/wWAQ/WwYxlTVfJcVCoUr+wDe1hoUAAAAACZBqF8021HF3vfenGjgx79Q8PeK2ahi74MXFVUzdBYBAAAAgGUj6JuzIAiu3L7eVvNyBV6cjRivjzdrUAgAAABgM4VhqH897evgqK6Dw4Y+fN1Qa+TFHu+Zk4qCvf3dqn47P303EgAAAADA4yAlmrOLvfckKZ1O3/jzebfajBMWAgAAANgMR72BDo4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" ] @@ -89,31 +86,38 @@ ], "source": [ "filename = \"length-unbreakable\"\n", - "for mode, mygray in zip(['light', 'dark'], [colors[\"mylightgray\"], colors[\"mydarkgray\"]]): \n", - " fig = prepare_figure(mode, transparency = True, desired_figsize=(18,5))\n", - " ax, n, l_tot, c_tot = [], 0, 1, 1\n", - " n += 1\n", - " ax.append(plt.subplot(l_tot, c_tot, n))\n", - " #line = np.arange(50, 70, 0.1)\n", - " #ax[-1].plot(line*0+5, line, '--', color=mygray, linewidth=3.5)\n", - " ax[-1].plot(time_0, length_0, color=colors[\"myorange\"], linewidth=3.5)\n", - " ax[-1].plot(time_1, length_1, color=colors[\"myblue\"], linewidth=3.5)\n", - " complete_panel(ax[-1], r'$t ~ \\mathrm{(ps)}$', r'$L \\mathrm{(\\AA)}$',\n", - " legend=False, axis_color=mygray, locator_y=3, xpad=8)\n", - " set_boundaries(plt, x_ticks=np.arange(0, 18, 2), y_ticks=np.arange(55, 68, 3),\n", - " x_boundaries=(-0.8, 16.2), y_boundaries=(54, 68))\n", - " save_figure(plt, fig, mode, git_path, path_figures, filename)" + "for dark_mode in [False, True]:\n", + "\n", + " # Initialise figure\n", + " myplt = PltTools()\n", + " myplt.prepare_figure(fig_size = (18,5), dark_mode = dark_mode,\n", + " transparency = True, use_serif=True)\n", + " # Panel 1\n", + " myplt.add_panel()\n", + " #myplt.add_plot(y = force_0[::4], x = length_0[::4], type = \"plot\",\n", + " # marker = \"o\", data_color = 1, markersize = 12)\n", + " myplt.add_plot(y = length_0, x = time_0, type = \"plot\",\n", + " marker = \"-\", data_color = 1, markersize = 12)\n", + " myplt.add_plot(y = length_1, x = time_1, type = \"plot\",\n", + " marker = \"-\", data_color = 0, markersize = 12)\n", + " myplt.complete_panel(ylabel = r'$L \\mathrm{(\\AA)}$',\n", + " xlabel = r'$t ~ \\mathrm{(ps)}$',\n", + " xpad = 10, legend=False)\n", + " myplt.set_boundaries(x_ticks=np.arange(0, 18.1, 3.), y_ticks=np.arange(55, 68, 3),\n", + " x_boundaries=(0, 18), y_boundaries=(54, 68))\n", + " # Finish figure\n", + " myplt.save_figure(filename = filename, saving_path = './')" ] }, { "cell_type": "code", - "execution_count": 11, - "id": "0fa3f408", + "execution_count": 8, + "id": "6154342b", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -123,22 +127,28 @@ } ], "source": [ - "filename = \"length-unbreakable-article\"\n", - "mode = 'light'\n", - "mygray = colors[\"mylightgray\"]\n", - "fig = prepare_figure(mode, transparency = False, desired_figsize=(12,5), serif=False)\n", - "ax, n, l_tot, c_tot = [], 0, 1, 1\n", - "n += 1\n", - "ax.append(plt.subplot(l_tot, c_tot, n))\n", - "#line = np.arange(50, 70, 0.1)\n", - "#ax[-1].plot(line*0+5, line, '--', color=mygray, linewidth=3.5)\n", - "ax[-1].plot(time_0[::4], length_0[::4], 'o', color=colors[\"myorange\"], markersize=12, linewidth=3.5)\n", - "ax[-1].plot(time_1[::4], length_1[::4], 'o', color=colors[\"unisoncyan\"], markersize=12, linewidth=3.5)\n", - "complete_panel(ax[-1], r'$t ~ \\mathrm{(ps)}$', r'$L ~ \\mathrm{(\\AA{})}$',\n", - " legend=False, axis_color=mygray, locator_y=3, xpad=8)\n", - "set_boundaries(plt, x_ticks=np.arange(0, 18, 2), y_ticks=np.arange(55, 68, 3),\n", - " x_boundaries=(-0.8, 16.2), y_boundaries=(54, 68))\n", - "save_figure(plt, fig, mode, git_path, path_figures, filename)" + "filename = \"stress-strain-unbreakable-article\"\n", + "dark_mode = False\n", + "\n", + "# Initialise figure\n", + "myplt = PltTools()\n", + "myplt.prepare_figure(fig_size = (12,5), dark_mode = False,\n", + " transparency = False, use_serif=False)\n", + "# Panel 1\n", + "myplt.add_panel()\n", + "#myplt.add_plot(y = force_0[::4], x = length_0[::4], type = \"plot\",\n", + "# marker = \"o\", data_color = 1, markersize = 12)\n", + "myplt.add_plot(y = length_0[::4], x = time_0[::4], type = \"plot\",\n", + " marker = \"o\", data_color = 0, markersize = 12)\n", + "myplt.add_plot(y = length_1[::4], x = time_1[::4], type = \"plot\",\n", + " marker = \"o\", data_color = 0, markersize = 12)\n", + "myplt.complete_panel(ylabel = r'$L ~ \\mathrm{(\\AA{})}$',\n", + " xlabel = r'$t ~ \\mathrm{(ps)}$',\n", + " xpad = 10, legend=False)\n", + "myplt.set_boundaries(x_ticks=np.arange(0, 16.1, 2.), y_ticks=np.arange(55, 68, 3),\n", + " x_boundaries=(-0.8, 16.2), y_boundaries=(54, 68))\n", + "# Finish figure\n", + "myplt.save_figure(filename = filename, saving_path = './')" ] } ], diff --git a/docs/sphinx/source/tutorials/figures/level1/breaking-a-carbon-nanotube/stress-strain-unbreakable-article.png b/docs/sphinx/source/tutorials/figures/level1/breaking-a-carbon-nanotube/stress-strain-unbreakable-article.png index f2df185d26ae3d68f53f00d564e5b3999f5a7477..9b9894bcf5d82952e04c8984351e8ddf50aa6627 100644 GIT binary patch literal 67357 zcmeFacT`l__AOkdHnrM_fQo>P3Wy2{l9K@pWF<>dqLOn?>QxB>Dj*UH5QUN~AUPSx z8Oa&R8A+0}%iqyZ62Ky}zDg^k`8ybbkKVPgFfr$4Wi?#?1{Py8UDnz|fVm4tg z*M%?2+60fTI2+VkX0ke{uUt&omRZehbV$@+{NQEZ($VAzx4gULJw9!E9*pPCZJ~60 zq083YU(Wf3?wFB1-j;W7Ib9&n)hpNf7cP6;6)$&u%Va&p-On;eTh(T6C2D%Cg4aR#5AaHDI#T=vT= zjiMzW{L1wRBPab{dTJ|{^m~^VjDuTAU-FsJFeV<7RH8pk6Y|5ukpEg^u`Gk?Hd}8_WWH<3AKi20D z!&@T!`fomJxxTLMK-QzAbDW%>6yU-_MB`1<+i#M6cmZKKRuwg6waMj^WWDw zGWE?~RnQ@!?8$`X!uK2&y4=RTFLRj=fB%;Yt7___s~Y4M5B4j_$oS0edmb1V$Za=s 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