{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# 201 熱力学的物性値の参照方法\n", "\n", "Refprop interfaceであるCoolpropを介して熱物性を参照する.\n", "\n", "## 読み込み" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "ExecuteTime": { "end_time": "2018-05-17T03:50:11.599278Z", "start_time": "2018-05-17T03:50:11.211643Z" }, "collapsed": true }, "outputs": [], "source": [ "import sys\n", "sys.path.append(r'~\\Lib\\site-packages') # Path to library directory\n", "import CoolProp\n", "import CoolProp.CoolProp as CP \n", "from CoolProp.Plots import PropertyPlot\n", "\n", "import matplotlib.pyplot as plt \n", "%matplotlib inline\n", "import warnings\n", "warnings.filterwarnings(\"ignore\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 参照できる流体一覧" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2018-05-17T03:50:11.604256Z", "start_time": "2018-05-17T03:50:11.600731Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CoolProp fluids: ['1-Butene', 'Acetone', 'Air', 'Ammonia', 'Argon', 'Benzene', 'CarbonDioxide', 'CarbonMonoxide', 'CarbonylSulfide', 'CycloHexane', 'CycloPropane', 'Cyclopentane', 'D5', 'D6', 'Deuterium', 'DimethylCarbonate', 'DimethylEther', 'Ethane', 'Ethanol', 'EthylBenzene', 'Ethylene', 'EthyleneOxide', 'Fluorine', 'HFE143m', 'HeavyWater', 'Helium', 'Hydrogen', 'HydrogenChloride', 'HydrogenSulfide', 'IsoButane', 'IsoButene', 'Isohexane', 'Isopentane', 'Krypton', 'MD2M', 'MD3M', 'MD4M', 'MM', 'Methane', 'Methanol', 'MethylLinoleate', 'MethylLinolenate', 'MethylOleate', 'MethylPalmitate', 'MethylStearate', 'Neon', 'Neopentane', 'Nitrogen', 'NitrousOxide', 'Novec649', 'OrthoDeuterium', 'OrthoHydrogen', 'Oxygen', 'ParaDeuterium', 'ParaHydrogen', 'Propylene', 'Propyne', 'R11', 'R113', 'R114', 'R115', 'R116', 'R12', 'R123', 'R1234yf', 'R1234ze(E)', 'R1234ze(Z)', 'R124', 'R125', 'R13', 'R134a', 'R13I1', 'R14', 'R141b', 'R142b', 'R143a', 'R152A', 'R161', 'R21', 'R218', 'R22', 'R227EA', 'R23', 'R236EA', 'R236FA', 'R245ca', 'R245fa', 'R32', 'R365MFC', 'R40', 'R404A', 'R407C', 'R41', 'R410A', 'R507A', 'RC318', 'SES36', 'SulfurDioxide', 'SulfurHexafluoride', 'Toluene', 'Water', 'Xenon', 'cis-2-Butene', 'm-Xylene', 'n-Butane', 'n-Decane', 'n-Dodecane', 'n-Heptane', 'n-Hexane', 'n-Nonane', 'n-Octane', 'n-Pentane', 'n-Propane', 'n-Undecane', 'o-Xylene', 'p-Xylene', 'trans-2-Butene', 'D4', 'Dichloroethane', 'DiethylEther', 'MDM', 'R1233zd(E)']\n" ] } ], "source": [ "print('CoolProp fluids: ', CoolProp.__fluids__)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 物性の図示" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "ExecuteTime": { "end_time": "2018-05-17T03:50:13.122514Z", "start_time": "2018-05-17T03:50:11.607367Z" } }, "outputs": [ { "data": { "image/png": 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5wsHGXNtt5G1JJUAdIiJzk75+0xizId0DUsqWYCTC0tJSDhs50knL8UxrC4cJ\nx2JOq6y3RyIU5uVZT89vDYUY7CCbraq11XqA6ksbcztLJUCtM8YsFJGVAMaYBcCKzAxLqcxaU1ND\nQ3s7Z02f3qsaDKbi7YoK5yeu5ZWVnORgBvduVRVnWP7dXVSIDzmqlG5LKgFqAfBVY0xZ4uvJwFZj\nzCbiBc+PTPvolEqzukCAldXVHD12LMc4aDVui8fvZ9TAgU43FkdiMQSsZ7OFo1HyjbF+4fGRg4SM\n5ZWVnNiHNuZ2lkqAWpyxUSiVYSLC2+Xl9C8o4Nw+lKHXndU1Nc4zEd+pqHBy8nynstL6fTdvIMAo\nyx1zo7EY0VisV3VxTlUqaealB3IgY8zvgHOBWhGZk3jsNuBbgDfxtB+LyMuJ7/0I+AYQJd4s8dUD\nOb7KXcWNjWzx+Thp0iSG9LKut/tjk4OmfJ3FRAg5aJgXS+xBsn3SXldba305dUUfnz1BCht1jTHz\njTHPGWPW7me7jT/Q9SzsVyJyVOKjIzgdDnwRmJ14zUOJKhZK9VgoGuWV4mICkQjnzJiRE8EpGotR\n3tLifE+Mq5Pnu5WV1is4tCQSMmzeBxIR2iIRBvahskZdSeXy5kngemAT+1HiSESWGWOm9vDpFwBP\ni0g7UGyM2QEcB7yX6nFVbtro9VLd2soZU6ZQ0IsLvKbqrfJyTp00yekYYiL4w2EGW74gEBFaHbTy\neK+qyvrs6V1HPbVsSyVAeUXkxQyM4SpjzFeB1cAPEkVoJwArk55TkXhsD8aYbwPfBpjcBwp6qgPT\n1N7OOxUVHDl6dJ+rS7YvvrY2BhUWOr+qXl5RwacdzJ7eq6qy3lrdHwoxID/f+uypJRRiaB/d+5Qs\nlUvLW40xvzXGXGqMubjj4wCP/zAwAzgKqAZ+kXi8q39t6eoHiMhjIjJfROaPzrETkvo3EWFFZSUb\nvV7OmT69T7S7TpWrTrXJorEYwWjUyezJxUl7RVUVJ1pOyFhdU8OxfTgDNVkqM6ivA4cChfx7iU+A\nv+/vwUXE0/G5MeZx4KXElxVA8jrFRKBqf4+j+raq1lbWejycMH48IyxnUmWLtR6P9ZYSXVlWUeFk\n39PK6moWjBtn9Zht4TD98vKsp7P7gkGOzZG/81QC1FwROSKdBzfGjBOR6sSXFwGbE5+/CPzZGPNL\nYDwwC1iVzmOr3i8mwhtlZQzv3z8nUse70xYOUx8MOi8IG45GiYpYz9wTERqDQYYNGGD1uMsrKznN\n8m2FDX2wpcbepPKXtNIYc7iIbNmfAxljngJOAUYZYyqAW4FTjDFHEZ+JlQDfARCRD40xzwJbgAhw\npYhE9+e4qm/a2djINp+PUye3umRrAAAgAElEQVRP7lMN2vbHG2VlnDV9uuthOJs9raqpsT57ao9E\nKHBQwqmqtdV6l16XUglQJwJfM8YUA+3E7xP1uIKEiFzaxcP/u5fn3wncmcL4VA4IRaMsLS1lytCh\nzjeiZoNtPh+fGjHCebmmYCSCMcb6/iMRoSEYtL60u6yiwnqX5VybPYFWklC9yJa6OspaWjhz6tSc\nSh3vTigapaS5mcWWy+t05R0HJ2xwkzAQikYxxlj/G6z2+3Nq9gSpZfGVEe8F9bVEVQkBen8vbJX1\nwtEoL+/aRWF+PounTdPglPB6aan1gqhdaQ2F6J+fb/3fRUTwBYOMdDB7sr2Uudbj4agcC06QWoB6\nCDieeB8oiPeGejDtI1IqyccNDbxWWsqZU6Ywa/hw18PJGpu8Xg4bMSIrgvVyB7XvwE1afVs4TL6D\npcy+2M69J1L5614gIlcCQYDEhtq+XztGORGNxXi1uJhILMbZ06dbr4idzfyhEJ5AgGnDhrkeCjV+\nP2MHDbLe7iGW2Pdku3PtOw7ah6yuqWF+jux76iyVABVO1MMTAGPMaPaj5JFS+1Le3My/ios5ZdIk\nDhs50vVwss7rZWVOOtR2ZZ3HwzwH6e3vOFhmawmFGFRQYDVzT0Soa2tjtIPW9dkglXf6AeA5YIwx\n5k5gOXBXRkalctbyiop4+/UZM+hveT9Nb7CispITxo/PigZ1H9XX86kRI6wfNxyNEo7FrJd0WuGg\nEO2qmhqOy9HZE/Qgi88YUyAiERF50hizBjideIr5hSKyNeMjVDmhNRRiaVkZi8aPZ1SOXi3uS2lT\nE4MKCrLmanpnY6OT/VdvV1RwsuXZk6+tjeEDBlivudfoIIU+m/TkEnUVcDSAiGwDtmV0RCrnfFhX\nR7Xfz/kzZmTFzCAbhaJRPvT5ODsLNuQCfFBd7eS+SFs4TIEx1u9Jrqqutp7Ov6Ky0nltRdd6ssSn\nZwyVETERXikupjAvjzOmTNHgtBf/Ki7ms1Onuh4GEP93qw8Gnczk3qms5CTL7USqW1sZV1Rk9e8z\nHI3SFonkRMXyvenJDGq0Mea67r4pIr9M43hUjvD4/bxfXc2ZU6Y4bw+R7d4qK+PECROsl9Xpztvl\n5U5KGtW3tTG0Xz/rVTPW19ZaX8p8u6KCkx339coGPQlQ+UAROpNSabLO46EtEuH8mTMP6OfEYjGq\nq6spLS2loqICn89HfX094XCY8vJyJk6c+MlVr4hgjNntvxUVFUyaNImRI0cyfvx4DjnkEGbNmkX/\nLLpq3ez1Mq6oyPpm1O40BoP0y893clHxvoNlto8bGphhOZ2/Y+Oz7b1W2agnAapaRP474yNRfV7H\nkt5hI0bsV2pySUkJb775JsXFxQAYY5gwYQJTpkxh9uzZjBw5kuHDh6cUYGKxGPX19VRWVrJ161ae\nf/55gsEgxhiOPvpozjjjDIYMGZLyWNOhurWVplDIeubY3rxbVcVZDkor7WpsZNpBB1lfBv64ocH6\nfb/llZVZs5zrWk8ClM6c1AGrCwRYUVXFZ6dO7XE7BhFhw4YNvPTSS/j9fqZPn86pp57K5ZdfnrYT\nVV5eHqNGjWLUqFHMnTv3k8djsRhr1qzhN7/5DS0tLcyYMYPPf/7zHHTQQWk57r60hEJOlpb2Znt9\nPZ8aPtzJvcLt9fXW34s1NTUcY3mPl8fvZ4yDjc/ZqidnitMzPgrVp230emkMBrmgh0t6Pp+PP/7x\nj1RXVzNv3jyuueYaioqKMjzK3eXl5XHsscdy7LHHArB9+/ZPgtUFF1zA8ccfn7Fjh6NRXi8t5cID\nXAJNJxFhZ2OjkyzCtR6P9V5XMRG8bW0cYzlTcV1tbVYU/80WRqTLTuq90vz582X16tWuh6ESRIQl\nJSXMGDaMmT2oo7dp0yaeeuophgwZwle+8hUmOrgRvy+RSITnnnuOlStXctJJJ3HeeeeRl8bkBRHh\n+R07OG/GjKyos9dhWXk588aOZYjlVu6xxN+Q7ZP2m2VlLBg3zmqvsZ2NjURjMSebn20zxqwRkfn7\nep5u1VcZ0RgM8lZ5OWdOmcLgfZzUPvjgA5555hkOP/xwbrvtNvpZPgmmoqCggEsuuYTPf/7zLFu2\njOuuu47zzjuP008/8IUGEeEfO3dy5pQpWRWcWkIhAOvBCeIZg7Y35QbCYQxYb4T5kYNlzGynAUql\n3Za6OjyBABfMnLnXtfQNGzbwxBNPcMwxx3DPPfdQ0ItKGxljOPnkkznppJP4xz/+wbXXXss3v/lN\nZs+evV8/T0R4adcuTpk0iaIsC9DLysudLO35QyEMWM8YfKeigjMtJymsqq623teqN9AlPpU2IsIb\nZWVMKCri0L0UeS0vL+fBBx9kxowZfP3rX+9Vgak7kUiERx55hJaWFq655hoGppgW/s+dO1k0YQLD\nBgzI0Aj3z1afj8K8vB4t0abby7t2sXjaNKv7nqpbW6nx+60WwA1Ho/HVhhzK3NMlPmVVayjE66Wl\nnDZ5cre735uamvjNb35DYWEhN998s/XEh0wqKCjgqquuoqysjJtuuonzzjuPU089dZ+v65g5LRo/\nPuuCUyQWo6Spycmy085EWrntTbnramutzxbfLC/nVN2U2yWdQakDtqOhgV1NTZzZTbkiEeHPf/4z\nmzZt4pprruHgPr6U0fH7FhcXc/3113e7LysSi/Hijh18durUfd6nc+HV4mJOnTzZ+oZREeHlXbs4\nZ8YMq8dd5/EwdvBgxlu8cKr1+yltbubYceOsHTMb9HQGlT13YlWvtLyigkAkwmemTu0yOG3evJmr\nr76aKVOmcM899/T54ATx+1OXXXYZl112GT/4wQ/48MMP93iOPxTixUS2XjYGp5KmJsYXFTmpZvBu\nVZX1zcmRWIzaQMBqcAJY7fHkXHBKhS7xqf0Sikb5V3Exx48bx5guWlE3Nzdz//33M2rUKH75y1/2\niftMqZo2bRr3338/v/rVr1i3bh1f/vKXgfjJf3t9PRfNmpWVGzJFhE11dZxneQYD8cAdikatL3e+\nWVbGqZabQG6pq+OwHEgpPxC5d9ZQB6yipYUNtbWcO316lwVMX3rpJZYtW8a1117LuBy/OiwoKOCH\nP/whL/3rX9xwyy2c+81vMnjAAD6bxZsx3yov5xRH90SWVVRYf2+8gQDD+ve3OluMiVDS3Jw17VOy\nlQYolZLVNTXERLq8P9DQ0MC9997LCSecwM9+9rO0HE9EiMRihDs+olFCif92PBZK+jwcjRLby33V\nju8Yi18bYMTcuSwcM4bf3Xcfd/7oRz34zd2o8fsZVFjoZM/TzsZGpjpIjPigpsZ6oHB5EdCbaIBS\nPdJR6HXOqFFMHjp0j++/9NJLvPPOO9xwww2MSCxb1Pj9bPP5DvjYBXl5FObnU5iXR7+kz/vn5zOk\nXz8Kkx4rzMvLmrYUe5gwgc8efjg/+clPuOyyy5g3b57rEe1GRHi/urrHJanSfextPp/1xIhNXi9z\nRo2yekxvIMCgggLrG4F7Iw1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zyKyqwtmzZ3H69GmMjo4iIyMDGzZswFNPPQV1PCodMoIQgry8POTl5WHXLiE0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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ts_plot = PropertyPlot('Air','Ts')\n", "ts_plot.calc_isolines(CoolProp.iQ, num=6)\n", "ts_plot.calc_isolines(CoolProp.iP, num=6)\n", "ts_plot.show()\n", "\n", "ph_plot = PropertyPlot('Air', 'Ph')\n", "ph_plot.calc_isolines(CoolProp.iQ, num=11)\n", "ph_plot.calc_isolines(CoolProp.iT, num=25)\n", "ph_plot.calc_isolines(CoolProp.iSmass, num=15)\n", "ph_plot.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 空気の分子量" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "ExecuteTime": { "end_time": "2018-05-17T03:50:13.142668Z", "start_time": "2018-05-17T03:50:13.123987Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fluid: Air\n", "Molar mass: 0.000029 kg/mol\n", "gamma: 1.4\n" ] } ], "source": [ "WF = 'Air'\n", "T= 293\n", "P= 1e5\n", "\n", "cP = CP.PropsSI('C','T',T,'P',P, WF)\n", "cV = CP.PropsSI('O','T',T,'P',P, WF)\n", "gamma = cP/cV\n", "M = CP.PropsSI(WF, 'molemass')*1e-3 #kg/kmol\n", "\n", "print('Fluid: {}'.format(WF))\n", "print('Molar mass: {:.6f} kg/mol'.format(M))\n", "print('gamma: {:.1f}'.format(gamma))" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "## Benzeneの粘度" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "ExecuteTime": { "end_time": "2018-05-17T03:50:13.276671Z", "start_time": "2018-05-17T03:50:13.146121Z" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "WF = 'Benzene'\n", "T_base = 273\n", "t_index = range(10, 80)\n", "v_list = []\n", "for t in t_index:\n", " v_list.append(CP.PropsSI('viscosity','T',t+T_base,'P',P, WF)*10e+3)\n", "\n", "plt.plot(t_index, v_list)\n", "plt.xlabel('Temperature $\\degree$C')\n", "plt.ylabel('Viscosity mPa s')\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:py3.6]", "language": "python", "name": "conda-env-py3.6-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.4" }, "latex_envs": { "LaTeX_envs_menu_present": true, "autocomplete": true, "bibliofile": "biblio.bib", "cite_by": "apalike", "current_citInitial": 1.0, "eqLabelWithNumbers": true, "eqNumInitial": 1.0, "hotkeys": { "equation": "Ctrl-E", "itemize": "Ctrl-I" }, "labels_anchors": false, "latex_user_defs": false, "report_style_numbering": false, "user_envs_cfg": false }, "varInspector": { "cols": { "lenName": 16.0, "lenType": 16.0, "lenVar": 40.0 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 2 }