{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Ploting Tutorial\n", "\n", "This tutorial acts as a guide to the plotting classes in ThermoState. It is designed to ease the creation of simple plots of thermodynamic states and processes for a variety of common substances. \n", "\n", "In order to use the plotting classes a basic knowledge of ThermoState is required. Tutorial.py may be used as a reference if any usage of ThermoState in this tutorial is unfamiliar to you." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The evaluation of the states and properties will be handled by ThermoState and so we must start by importing the parts of ThermoState that will enable this. Our second import will be to import the two ThermoState plotting classes, IdealGas and VaporDome. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from thermostate import State, Q_, units\n", "from thermostate.plotting import IdealGas, VaporDome" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plot Creation\n", "\n", "With the plotting classes imported we can begin creating our plots. The syntax for instantiating a class is VaporDome(substance, (x-axis, y-axis)) or IdealGas(substance, (x-axis, y-axis)) respectively. The tuple of axes are optional and more than one tuple may be entered if more than one plot is desired. The available axes to plot are T (temperature), p (pressure), v (mass-specific volume), u (mass-specific internal energy), h (mass-specific enthalpy), s (mass-specific entropy) and must be entered as a string. The substance is required and may be any ThermoState accepted substance enumerated in the list below:\n", "\n", "* `water`\n", "* `air`\n", "* `R134a`\n", "* `R22`\n", "* `propane`\n", "* `ammonia`\n", "* `isobutane`\n", "* `carbondioxide`\n", "* `oxygen`\n", "* `nitrogen`\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "substance = \"water\"\n", "Ideal = IdealGas(substance, (\"s\", \"T\"))\n", "Vapor = VaporDome(substance, (\"s\", \"T\"))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The VaporDome and Ideal gas classes are functionally the same with one major difference, the VaporDome class will overlay a vapor dome over whatever plot is created. For the remainer of the tutorial we will use VaporDome to illustrate the capabilities of both classes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Before anything else the plot must be created before any states or processes may be added into the class instance. Plots may be created with the initialization of the class as shown above or may be added using the plot function. The syntax for the plot function is plot(x-axis, y-axis) where the axes follow the same rules as before. \n", "\n", "States may be added to the plot with the add_state function. The syntax for the add_state function is add_state(state, key = None, label = None) where state may be any ThermoState State object and both key and label are set to none as default. The key input may be assigned a string which can be used to later remove the state from the graph if desired. The label input may be assigned a string or integer which then assigns this to the label variable of the ThermoState State object. The add_state function will retrieve the value of the appropriate the property for each axis with the proper units and plot them as a point on the previously created graphs. \n", "\n", "When the label attribute of the State object is not None, this point on all previously created graphs is labeled with this variable. On all future graphs with this state, the point representing the state will be labeled with this variable as well until the variable is changed. " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1\n", "2\n" ] }, { "data": { "image/png": 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eJ3LmCbrjtsCceBE07Q6f3gvrvok6jRQCeT2nMAV4C0gB+rh7e3fP7YokkUP2zBdLeHXKcoaceSz92uuoZIEyC3oLZSrCf6/T3c6S557CAHdv4+73ufuShCaSpPLu7FXc/8E3XNDyKG7rfMLBN5D8V7EGdHsIVs2Arx6NOo1E7ICXpJrZrXHL+4x95O4PJyKUJIdpy9bzu9dn075BNf7VpwUlknFu5cKi+YUw/x347D44vivUah51IonIwXoKlQ7yJfKLLMnYzDUvplGvSjnNnFZYnPcQlKsSHkbKijqNRORgN6/9raCCSPL4cfMOBr4wjRQzXhjYnqoVSkcdSSCYxvP8f8Nr/eHLf8OvdC1JMsrriebjzWy8mc0Nn7cwszsTG02Ko+1Z2Vz9YhprMrfz3IBUjq5ePupIEq/pBXBSH/j8AVg9J+o0EoG8nmh+DrgDyAJw9zmA7o2XQ5KT49zy2ixmrdjAo31b0eboqlFHktyc+yCUrw7/HQK7dkadRgpYXotCeXefulebrl2TQ3LfBwv4YO4a/u+8pnQ9sU7UcWR/yleD8x+BtV8Hw2xLUslrUfghHPfIAcysN7A6Yamk2Hlx0jKem7iUK09pwKDTGkYdRw6myXnQoi9M/BesmhV1GilAeS0KfwWeAZqY2Urgt8D7iQolxcsn89dy15h5/LppLf58fjMNg11UnHs/lD8yuBpp146o00gByWtReJpgboUaBENcPAn0T1QoKT6+Ts/kxpEzObFuZR7r14oU3YtQdJSrCt0fg3Xz4fMHo04jBSSvRaE3MByoD1wCXAd0TlQoKR7Sf9rKVSOmUa1CaYYOSKV86TzN/iqFyfFdoNVlwSWqK2dEnUYKQF5HSV0C9CMY/6gP0MXdMxMZTIq2zG1ZDBw+jR1Z2Yy4qh01K5WNOpL8Ul3+ARVrhlcj6TBScXewOZq/NrM5ZjYHeAOoBjQApoRtIvvYsSuba19KY9mPW3j2ilSOq6mb34u0clXggscgY0Fw/4IUawfrz59/OG9uZsuATQQT9Oxy91Qzqwa8RlBclgEXu/tP4fp3AIPC9W9y948O5/Ol4Lk7t7/5NZOXrOeRS1rRoVH1qCNJfji+c3gY6RFocj7UbRN1IkmQA/YUwsl19vuVx884y91buXtq+Px2YLy7NwbGh88xs2YEN8Q1B7oCT5mZBsQpYh4e9y1vz1zJbZ2Pp2frulHHkfzU5R9QsZYOIxVzUcyI3gMYES6PAHrGtY9y9x3uvhRYDLQv+HjyS42etoLHP11M33b1uf6s46KOI/mtXJXgaiQdRirWEl0UHPjYzKab2eCwrZa7rwYIH3dPs1UXWBG3bXrYtgczG2xmaWaWlpGRkcDocii++DaDO97+mjOOr8HdPU/UvQjFVeNzoFX/4DCSrkYqlhJdFE519zbAucD1ZnbGAdbN7beI79Pg/qy7p7p7ao0aNfIrpxyG+as2MuSVGTSuWZEnL21NqZQoOqBSYLrcq8NIxVhCf3rdfVX4uA54m+Bw0FozqwMQPq4LV08nuA9it3rAqkTmk8O3OnMbV70wjYplSjJ8YDsqlS0VdSRJtPjDSBPujzqN5LOEFQUzq2BmlXYvE9zsNhcYAwwIVxsAvBMujwH6mlkZM2sINAb2HoRPCpFN24N7ETbv2MXwge2oU7lc1JGkoDQ+B1r3h/89AunTo04j+SiRPYVawJdmNpvgl/tYd/8QuB84x8wWAeeEz3H3ecBoYD7wIXC9u2cnMJ8chqzsHIa8MoNF6zbz1GVtaFrniKgjSUHr8g84oi68dQ3s3BJ1Gskn5r7PYfsiIzU11dPS0qKOkXR234vwWtoKHryoBRe3q3/wjaR4WjoRRlwA7QZBNw2zXVSY2fS42wT2oDOCcsge/3Qxr6Wt4Mazj1NBSHYNT4eO18O0obBoXNRpJB+oKMghGTV1OQ+P+5Zerety6znHRx1HCoOz/ww1m8E718PW9VGnkcOkoiB59sn8tfwpvBfhgd4tdC+CBEqVhV7PBgXh3ZuhCB+SFhUFyaMZy3/ihpEzOLFuZf5zWRvdiyB7qn0SnH0nLBgDs0dFnUYOg36y5aAWr9vMVS9Mo9YRZXn+ynZUKKN5ESQXp9wIR58C7/8efsrr0GhS2KgoyAGt3bidAc9PpWQJ48Wr2nNkxTJRR5LCqkQKXPg0mMGbV0N2VtSJ5BdQUZD92rg9iwHPT2XD1p0Mv7I9x1SvEHUkKeyqHgMXPALpU2HCfVGnkV9ARUFytWNXNoNfTGPxus38p39bTqpXOepIUlSceBG0uQImPgzffRZ1GjlEKgqyj5wc59bRs5m8ZD3/7NOCM47XwINyiLo+AEceD29fC5vXHXx9KTRUFGQP7s7dY+czds5q7ji3CRe2rhd1JCmKSpeHPsNheya8/RvIyYk6keSRioLs4akJ3zH8f8sYeGoDBp/RKOo4UpTVag5d74PvxsOkx6NOI3mkoiAxL03+nn9+tJALW9flz92a6eY0OXxtB0KzHvDJ3+D7r6JOI3mgoiAAvDNrJX95Zy6dmtTkwd4tKFFCBUHygRl0fxyqNoDXr4RNa6JOJAehoiB89s06fjd6Nu0aVONJ3a0s+a1sZbjkZdixKSgMun+hUNNPf5Kbtmw9170ynSZ1KjF0QCplS6VEHUmKo1rNgh7D8kkw7i9Rp5ED0HgFSWzeqkyuemEaR1Upx4iB7TlCU2lKIp3UG9LTYPJTULdt8FwKHfUUktTSH7Yw4PmpVCpTkpcGnUx1DV8hBaHz3VC/A4y5EdbOjzqN5EJFIQmtztxG/6FTyHF46eqTqVtFcytLAUkpBX1egDKVYGRf2PJj1IlkLyoKSeaHzTu4fNhUMrdl8eJV7Tm2RsWoI0myOaIO9B0Jm9fC6Mth186oE0kcFYUksmHrTvoPnUL6T1sZNiCVE+tqPCOJSL220ONJ+P5/MPYWTcxTiOhEc5LYuD2LK56fypIftjBsQConN6oedSRJdif1hoyF8MWDUKMpnHJD1IkEFYWksGXHLgYOn8b8VRt55vK2nN5YA9xJIXHmHfDDQvj4Tqh+HJzQNepESU+Hj4q5bTuzGTRiGrNWbODxfq3p1LRW1JFEflaiBPR8Guq0hDeugpUzok6U9FQUirHtWdkMfimNKUvX8/DFLTn3pDpRRxLZV+nycOlrUKE6vHoxrF8SdaKkpqJQTO3clcMNr85g4qIfeKBXC3q0qht1JJH9q1Qb+r8FOdnwUi/YnBF1oqSlolAM7crO4bevzeSTBeu4u0dzLm5XP+pIIgd3ZGO4dHQwaN6rfWDH5qgTJaWEFwUzSzGzmWb2Xvi8mpmNM7NF4WPVuHXvMLPFZrbQzLokOltxtCs7h1tGz+b9r9dwZ7emXN6xQdSRRPKufrtgcp7Vs+H1AbqHIQIF0VO4GVgQ9/x2YLy7NwbGh88xs2ZAX6A50BV4ysw0Otsh2JWdw82vzeLd2av4Y9cmXH26JsmRIuiEc+H8R2DxJ/DmIMjeFXWipJLQomBm9YBuwNC45h7AiHB5BNAzrn2Uu+9w96XAYqB9IvMVJ1nZOdw8ahZj56zmT+c14bozj406ksgv13YAdLkPFoyBd4ZoOs8ClOj7FB4B/gBUimur5e6rAdx9tZnVDNvrApPj1ksP2/ZgZoOBwQBHH310AiIXPVnZOdw0ciYfzA0OGamHIMVCxyGQtRU+vRtKloULHg0m7ZGESlhPwczOB9a5+/S8bpJL2z73vrv7s+6e6u6pNWroJqzdVxl9MHcNfz6/mQqCFC9n3Aan3wYzRsCHt2s4jAKQyJ7CqUB3MzsPKAscYWYvA2vNrE7YS6gDrAvXTwfiL5OpB6xKYL4ib3dB+Hj+Wv56QTMGntow6kgi+e/sOyFrG0x+EkqUhM73qMeQQAnrKbj7He5ez90bEJxA/tTd+wNjgAHhagOAd8LlMUBfMytjZg2BxsDUROUr6nbuymHIK0FB+Fv35ioIUnyZQZd7of21MOkJeP82nWNIoCjGProfGG1mg4DlQB8Ad59nZqOB+cAu4Hp3z44gX6G3PSubIa/M4NNv1vH3Hs25QpedSnFnBuc+ACXLwFePwa4dwTmGErpAMb8VSFFw9wnAhHD5R6DTfta7F7i3IDIVVVt27OLqEWlMXvoj9154IpedfEzUkUQKhhmc83coVQ4+fyAoDD3/Ayka1zM/aW8WIZlbs7jyhanMSc/k4YtbcmHrelFHEilYZnDWnyCldHBVUtZWuGgYlCobdbJiQ8NcFBE/bt5Bv+cmM3dlJk9e2kYFQZLbGbdB1/vhm/fg5V6wbUPUiYoNFYUiYE3mdi5+ZhJLftjM0AHt6Hpi7agjiUSvw3VBL2HFVBh+LmSujDpRsaCiUMitWL+VPs98xdqNOxgxsD2/Ol73ZojEnNQb+r8BG1bAsM6w7puoExV5KgqF2OJ1m+nz9CQ2bd/FK1efrCk0RXLT6EwY+D7kZMHzXWDpF1EnKtJUFAqpmct/os/TX7Erx3ltcEda1q8SdSSRwqtOCxj0cTAvw0sXQtrzUScqslQUCqEJC9dx6XNTqFS2FG9e15ETalc6+EYiya5qg6AwNDoL3rsF3v+DRlj9BVQUCpm3Z6Zz9Yg0GtWowJvXncIx1StEHUmk6ChbOZjas8P1MPWZYLIeXZl0SFQUCpGhE5dwy2uzad+wGqMGd6BGpTJRRxIpekqkQNd/QPfHg/MLQzvB2vlRpyoyVBQK0IoVKzjrrLNo2rQpzZs359FHHwXA3bnv/QXcM3YB551Um+ED21GpbKmI04oUcW2ugAHvwo5NQWGYMzrqREWC7mguQCVLluShhx6iTZs2bNq0ibZt23Lm2Z0YsWAXb81YyeUdjuGu7s1JKaERIEXyxTGnwLVfwOsD4a1rYMUU6PKPYAwlyZV5ER6fPDU11dPS0qKO8Yt1u6A7O48/h0WlGnHrOcdz49nHYRoSWCT/ZWfB+L/BV49D3bbQZwRUqX/w7YopM5vu7qm5vabDRxGZOucbPv1yCoupw/29TuKmTo1VEEQSJaVUMA/DxS9Bxrfw9Kkw7+2oUxVKKgoRmLZoJWed250a5wxmxLW/om97TSsqUiCadYdrP4fqx8HrV8J/r4cdm6NOVaioKBSwcXNXclbX7tRo1YmPHv09Z2jYCpGCVf1YuOqjYJrPWa/AM6dDel5nDS7+VBQK0MuTl9Gr3xUcWa8RU0b+m6Z1jog6kkhySikFnf4MV44Nzjc83xk+/6dudkNFoUDk5Dj3fbCA254Yzea5n1Jx/Td0OaMDrVq14v333486nkjyanAq/OZLaNYDPrsHhp4Na+ZGnSpSuvoowbbu3MXvRs/mg7lr6N/haO66oDklU1SLRQqd+e/A2N8Fd0CfcRucdiuULB11qoQ40NVHuk8hn2W++y7r/v0Iu1avxmrV4qXm3fjoiKbc2a0pg05rqCuMRAqrZj3gmNPgwz/ChPtgwbvQ40k4qlXUyQqU/mTNR5nvvsvqP/+FXatWgTu+Zg29J7zIqw03cPXpjVQQRAq7CtXhoqHQdyRs+QGeOxs++r/grugkoaKQj9b9+xF8+/Y92spmZ1F9lIbxFSlSmpwH10+G1v1h0hPwRPvg8FIRPtyeVyoK+WjX6tWH1C4ihVi5qtD9MRj0SdCDGH0FvNIbfvwu6mQJpaKQTzK3ZZFZqVqur5WsU6eA04hIvqnfDq6ZAF0fgOVT4KmO8Nk/YOeWqJMlhIpCPli4ZhM9nviS547vQnbpPQfasrJlqXnLb6MJJiL5I6UkdPgN3DANml4Anz8Aj6fCrJGQkxN1unylonCY3p29ip5P/o8tO7P5zT3XU//euyl51FFgRsmjjqLO3X+n8gUXRB1TRPLDEXWg97DgjuhKteG/v4HnzoRlX0adLN/oPoVfKCs7h/s/+IZhXy6lXYOqPHlpG2oeUTaSLCISgZwcmPsmfHIXbEyHJufDOX8PhtEo5CIZJdXMyprZVDObbWbzzOxvYXs1MxtnZovCx6px29xhZovNbKGZdUlUtsOVsWkH/YdOYdiXS7nylAa8ek0HFQSRZFOiBLToAzemwdl3wnefwRPtYMxNkJkedbpfLGE9BQsuyq/g7pvNrBTwJXAz0AtY7+73m9ntQFV3/6OZNQNGAu2Bo4BPgOPdPXt/nxFFT2HG8p+47uXpZG7L4v5eLejZum6Bfr6IFFKb1sLEhyDtebAS0G5QcFd0xcI36GUkPQUP7B6TtlT45UAPYETYPgLoGS73AEa5+w53XwosJigQhYK788L/lnLJM5MoUzKFt4ecqoIgIj+rVAvOexBumhH0IKY8DY+2hPF/h20/RZ0uzxJ6otnMUsxsFrAOGOfuU4Ba7r4aIHysGa5eF1gRt3l62Lb3ew42szQzS8vIyEhk/JjMbVlc9/IM7np3Pr86vgbv3nCaRjgVkdxVOToYHuP6aXBC16D38EhL+PQe2PJj1OkOKqFFwd2z3b0VUA9ob2YnHmD13MaA2OfYlrs/6+6p7p5ao0biu2WzVmyg22MT+WTBWu7s1pTnrkilcvlSCf9cESnijjwOej8fjMLa6FfwxT/hkZOCYTM2rYk63X4VyCWp7r4BmAB0BdaaWR2A8HFduFo6ED9paj1gVUHky427M3TiEvo8/RXu8PpvOmr8IhE5dLVPgktegiFToOn5MPkpeKQFvHcr/PR91On2kcirj2qYWZVwuRzwa+AbYAwwIFxtAPBOuDwG6GtmZcysIdAYmJqofAeyYetOrnlxOveMXcCZJ9Tk/ZtOp/XRVQ++oYjI/tRsAr2ehRunQ8u+MONFeLwNvDUYVs+OOl1MIofOrgOMMLMUguIz2t3fM7NJwGgzGwQsB/oAuPs8MxsNzAd2Adcf6MqjRJm2bD2/HTWLdZu285fzmzHw1AbqHYhI/qnWKBhT6Vd/DAbbm/EizHkNGpwOHW+Axp2Dy10jopvXQlnZOTz6ySKemrCYelXL83i/1rSsXyVf3ltEZL+2bQgKw5SnYeNKqH4cdBgCLftB6fIJ+cgDXZKqogAs/WELvx01k9npmfRpW4+/dm9OxTKaf0hEClB2VjA896QnYNXMYJTWNldA24FQrWG+fpSKwn64O6OmreDv786ndMkS3NfrJM47SSOaikiE3GH5ZJj8JHzzPngOHPfr4Ga4xp2hRMphf4Sm48zF+i07uf3NOXw8fy2nHledf/VpSZ3K5aKOJSLJzgyO6Rh8bVwF00fA9BdgZF+ofDS0HRD0ICrWPOhb/aKPT8aewtfpmQwaMY0NW7P4fZcTGHRaQ0qU0MlkESmksrNg4fswbRgs/RxKlIKTr4Uu9/6it1NPYS/1qpbjhNqVuOPcpjQ7Sncmi0ghl1IKmvUIvn5YFIyvVLn+wbf7BZKypyAikswiGRBPRESKHhUFERGJUVEQEZEYFQUREYlRURARkRgVBRERiVFREBGRGBUFERGJKdI3r5lZBnA4UxcdCfyQT3GKMu2Hn2lfBLQfAsV1Pxzj7rnOZ1yki8LhMrO0/d3Vl0y0H36mfRHQfggk437Q4SMREYlRURARkZhkLwrPRh2gkNB++Jn2RUD7IZB0+yGpzymIiMiekr2nICIicVQUREQkJimLgpl1NbOFZrbYzG6POk9+M7P6ZvaZmS0ws3lmdnPYXs3MxpnZovCxatw2d4T7Y6GZdYlrb2tmX4evPWZmRW7eUjNLMbOZZvZe+DxZ90MVM3vDzL4J/290TMZ9YWa3hD8Xc81spJmVTcb9sF/unlRfQArwHdAIKA3MBppFnSufv8c6QJtwuRLwLdAMeBC4PWy/HXggXG4W7ocyQMNw/6SEr00FOgIGfACcG/X39wv2x63Aq8B74fNk3Q8jgKvD5dJAlWTbF0BdYClQLnw+Grgy2fbDgb6SsafQHljs7kvcfScwCugRcaZ85e6r3X1GuLwJWEDww9CD4BcD4WPPcLkHMMrdd7j7UmAx0N7M6gBHuPskD34KXozbpkgws3pAN2BoXHMy7ocjgDOAYQDuvtPdN5CE+4JgbvpyZlYSKA+sIjn3Q66SsSjUBVbEPU8P24olM2sAtAamALXcfTUEhQOoGa62v31SN1zeu70oeQT4A5AT15aM+6ERkAEMDw+lDTWzCiTZvnD3lcC/gOXAaiDT3T8myfbDgSRjUcjtuF+xvC7XzCoCbwK/dfeNB1o1lzY/QHuRYGbnA+vcfXpeN8mlrcjvh1BJoA3wH3dvDWwhOEyyP8VyX4TnCnoQHAo6CqhgZv0PtEkubUV+PxxIMhaFdKB+3PN6BN3HYsXMShEUhFfc/a2weW3Y7SV8XBe272+fpIfLe7cXFacC3c1sGcFhwrPN7GWSbz9A8D2ku/uU8PkbBEUi2fbFr4Gl7p7h7lnAW8ApJN9+2K9kLArTgMZm1tDMSgN9gTERZ8pX4VUQw4AF7v5w3EtjgAHh8gDgnbj2vmZWxswaAo2BqWE3epOZdQjf84q4bQo9d7/D3eu5ewOCf+dP3b0/SbYfANx9DbDCzE4ImzoB80m+fbEc6GBm5cP8nQjOuSXbfti/qM90R/EFnEdwRc53wP9FnScB399pBF3ZOcCs8Os8oDowHlgUPlaL2+b/wv2xkLirKIBUYG742hOEd8EXtS/gTH6++igp9wPQCkgL/1/8F6iajPsC+BvwTfg9vERwZVHS7Yf9fWmYCxERiUnGw0ciIrIfKgoiIhKjoiAiIjEqCiIiEqOiICIiMSoKUqiY2Ve/cLsJZnbQCdbNrJ+Z/Z+Z3WVmtx3C+y8zsyMP8PpRZvZGHt/rDjO7zMxeMLPeubw+1Mya5eVzRfKbioIUKu5+SoI/oivwYX6/qbuvcvd9fsHvR2fg4wO819XuPj9/kgXCwd9EDkpFQQoVM9tsgX+G491/bWaXhK+daeGcCOHzJ8zsylzeo7OZTTKzGWb2ejgG1O47vVsBM/Za/xoz+8DMyplZfzObamazzOwZM0vZa90HzGxI3PO7zOx3ZtbAzOaGbVea2Vtm9mE4Pv+DcesfAZR294y93vfusOdQYn+9HjO7Ndwnc83st3Htf7ZgjoRxFswPcFvYPsHM/mFmnwM3m9kFZjYlHBDvEzOrFfc9jDCzj8OeSS8zezDc9x9aMGSKJAkVBSmMehH88m5JMFbNP3ePS3Mw4aGWO4Ffu3sbgjt4bw1fbg3M9rg7Ns3sBuACgmGPGwCXAKe6eysgG7hsr48YFa6z28XA67lEaRWudxJwiZntHj/n1wR3zMZnfpBgVM6B7h4/mmv8Om2BgcDJQAfgGjNrHRaPi8LvrRfBXbbxqrj7r9z9IeBLoIMHA+KNIhg9drdjCYYY7wG8DHzm7icB28J2SRLqUkphdBow0t2zCQYq+xxoBxxopNfdOhBMjPK/oGNAaWBS+FpXgslQdrucYGCznu6eZWadgLbAtHDbcvw8MBoA7j7TzGqa2VFADeAnd19uwRDl8ca7eyaAmc0HjiEYgrkrMDxuvT8DU9x98EG+r9OAt919S/iebwGnE/xh9467bwvb391ru9filusBr4UFtjTBZDO7fRDug68JJqLafYjta4JiKUlCRUEKo/1Na7iLPXu3Zfez7Th375fLa50J/qrebS7BX/T1CH5BGjDC3e84SL43gN5AbYK/uHOzI245m59/1toD18W9Ng1oa2bV3H39AT5zf/vkYFNAbolbfhx42N3HmNmZwF1753X3HDPLiutN5aDfE0lFh4+kMPqC4JBLipnVIJgxbCrwPdAsHLGyMsEIl3ubDJxqZscBWDAa5vHh+iXd/ce4dWcC1wJjwr/8xwO9zaxmuG01Mzsml88YRTDqam+CApEnZtYc+CbsAe32IXA/MNbMKh1g8y+AnuH3UwG4EJhIcEjoAgvmGa7IgQ/1VAZWhssDDrCeJDH9BSCFjQNvE8x9Ozt8/gcPhn7GzEYTjPK5iOCX+p4bu2eEJ59HmlmZsPlOoAXwSS7rfxmemB0LnBOu+7GZlQCygOsJilH8NvPCX+ArPZytK4/OJZcrn9z99fD9xpjZeblt6O4zzOwFguIIMNTdZwKY2RiCffU9wTmUzP18/l3A62a2kqB4NjyE7JIkNEqqFBpmVh2Y4e65/XV+uO89lOAX6eT8fu9DyDAOuOIQC0le3reiu282s/IEPYrBHs7RLXKoVBSkUAgP30wAHnf3xyOOU6SY2asEJ9fLEpwTuS/iSFKEqSiIiEiMTjSLiEiMioKIiMSoKIiISIyKgoiIxKgoiIhIzP8DUi3IkPx0r1oAAAAASUVORK5CYII=\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Vapor = VaporDome(substance, (\"s\", \"T\"))\n", "Vapor.plot(\"v\", \"p\")\n", "\n", "T_1 = Q_(560.0, \"degC\")\n", "p_1 = Q_(16.0, \"MPa\")\n", "T_2 = Q_(50.0, \"degC\")\n", "p_2 = Q_(16.0, \"MPa\")\n", "\n", "st_1 = State(substance, T=T_1, p=p_1, label=1)\n", "st_2 = State(substance, T=T_2, p=p_2)\n", "\n", "Vapor.add_state(st_1)\n", "Vapor.add_state(st_2, label=\"2\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The add_process function can connect graphed states together and trace out every point between the states while holding one property constant. The syntax for the function is add_process(state_1, state_2, process_type, label_1 = None, label_2 = None). The states do not have to be added to the graph prior to invoking this funciton. New states will be automatically added to the plot. One, both, or no labels can be assigned. The accepted process types are as follows:\n", "\n", "* `isochoric`\n", "* `isovolumetric`\n", "* `isobaric`\n", "* `isothermal`\n", "* `isoenergetic`\n", "* `isoenthalpic`\n", "* `isentropic`" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Vapor = VaporDome(substance, (\"s\", \"T\"))\n", "Vapor.plot(\"v\", \"p\")\n", "\n", "T_1 = Q_(560.0, \"degC\")\n", "p_1 = Q_(16.0, \"MPa\")\n", "T_2 = Q_(50.0, \"degC\")\n", "p_2 = Q_(16.0, \"MPa\")\n", "\n", "st_1 = State(substance, T=T_1, p=p_1)\n", "st_2 = State(substance, T=T_2, p=p_2, label=\"2\")\n", "\n", "Vapor.add_process(st_1, st_2, \"isobaric\", label_1=\"1\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Both states an processes can be removed using the remove_state and remove_process functions respectively. The syntax for remove_state is remove_state(state = None, key = None). Either the state that is to be removed or its associated key must be input to the function to mark it for removal. " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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megrunqopqNAs9TCDAy+Gsx6CjZ/B1CNg2dNRRyUSqlgmhUzZWllNRZXTSTUFacwuI2DSAujcF+49BV68UfsmSc6KZVLI1PDRV2XBdXw7a/hImtJtAFzwJOx6PDx5FTw0Cco3Rx2VSMbFMilkavho49YgKaimIM1S1BFOnQFHXgVLZsMdx8KXH0cdlUhGxTIpZMpXZcEOqdsVq6YgzWQGh10OZzwA6z4M6gwf/l/UUYlkTKKTwsYy9RSklYYcC5OegQ7d4a5x8PJU1RkkJ8QyKWSqprChJimo0Cyt0WMwXPAUDDom2Dvp0UugcmvUUYmkJZZJIdM1hc6akiqt1a4LjL8PDvsJvH4P/Ok7sOHTqKMSabVYJoVM2ZiqKXQs1rbZkoa8PDjySjjtbli1FKYeDiteiToqkVZJdFLYUhHsadOhSMNHkgHDjg+Gkwrbw4wx8NpdUUck0mKxTAqZqilsKQ+Gj9oVxvLHINmo17BgodvOB8Ojl8JjP4KqiqijEmm2WH4aZqqmsKWiivaF+ZjVd90fkVbq0A3OnA0HXQqv3h7MTtqY/lUCRdpCLJNCpmwur6JDkeoJEoL8Ahh5bXAVt08WB+sZVr4edVQiTUp0UthSUUW7QiUFCdGep8H584Pv7xgFb8yKNh6RJiQ7KainIG2h997BhXv67BfsmTT/SqiqjDoqkXrFMilkrNBcUUV7JQVpC516wjmPwP6TYOHNwW6rm9dGHZXIP4llUshUoXlzeVBoFmkT+YUw5ndw/E3w0YswbQR83qIr0YqELpZJIVPK1FOQKOx7Dpw7FyrKgiu6vf1I1BGJ1Ep0UtDsI4lMv/2DOkOvYTDrHHj611BdHXVUIslOClvKNftIItR5Rzj3MdjnLHjhd3D/BChL/7rjIulodH8HM9u3sfvd/bXMhtO2tlSopyARKyiG42+GHfeGeVfAtKNgwsxgB1aRCDS16c/vG7nPgSMzGEub26JCs2QDMxg+CXbYFWZ9F6YdGSx6Gzoq6sgkgRpNCu4+oq0CaWvV1V67zYVIVuh/SFBnuP8MmDk+2Hn10MuDpCHSRpq9PaiZ7Q4MA9rVHHP3SLaBNLOxwNhBgwa1+hxbK4OiXnvtkCrZpGu/YAX0nB/AM9fCZ0tg3K1Q3CnqyCQhmlVoNrNfADelvkYA1wPHhxhXozKxTmFLRRUA7bVDqmSbog7B8NHIa2HpHJg+EtZ+EHVUkhDN/UQ8BTgK+MzdzwP2AopDi6oNlKWSgmYfSVYyC3ZZPXM2bPgk2FDv/QVRRyUJ0NyksMXdq4FKM+sMrAIGhhdW+MpTw0dFBeopSBYbdBRMXgCde8M9J8FLN4N71FFJDmvuJ+IiM+sKTAMWA68Bsb7e4FYlBYmLbgNh4pPw7THwxJXwvxdCxZaoo5Ic1awqq7t/P/XtbWY2D+js7m+EF1b4anoKxQUaPpIYKO4Ep94FL/weFlwLq9+B0+8NCtMiGdTcQvOJZtYFwN0/BD42sxNCjCt05VVBTUE9BYmNvDw4/Mcw4X74YnlQZ/jwxaijkhzT3E/EX7h77fp7d/8S+EUoEbWR2uGjfCUFiZmho2HSM9C+K9x1PLwyTXUGyZjmfiLW97hYT/BXoVlirecQuOBp2OVImHt5sK6hcmvUUUkOaEmh+Q9mtouZDTSz/yYoOMfW1tqagpKCxFT7rsFQ0qGXw2t3wYzj4KvPoo5KYq65n4iXAuXAA8CfgTLg4kwGYmZHmNkLZnabmR2RyXPXp1xJQXJBXj4cdRWceid8/iZMORxKF0UdlcRYsz4R3X2Tu1/h7iXAcOA/3H1TU88zszvMbJWZvbnN8VFm9q6ZLTOzK2peBthIsI1Gacua0XIaPpKcstsJwbTVgmL402h4/Z6oI5KYau7so/vMrLOZdQTeAt41sx8346kzgG9s9Whm+cAtwGiCvZQmmNkw4AV3Hw38FPhl85vQOuVVSgqSY761e7Ch3k4HwiMXw9yfQFVF1FFJzDT3E3GYu28ATgDmAjsBZzf1JHd/Htj26uTDgWXuvtzdy4H7gXGpFdMA62hkCw0zm2xmi8xs0erVq5sZ/j8r1+wjyUUdusFZD8GBl8ArU+CuE2DTmqijkhhp7idioZkVEiSFR9y9gmC4pzX6ACvq3C4F+pjZSWY2BbgbuLmhJ7v7VHcvcfeSnj17tjIE2FoZrFMo1t5HkmvyC+DY6+DEKVD6arCe4dO/Rx2VxERzk8IU4EOgI/C8me0MbGjla9a3Oby7+0PufqG7n+7uzzZ6ArOxZjZ1/frWX7pQPQXJeXuNh/PngVfD9GNhyeyoI5IYaG6h+UZ37+Pu3/HARwRbaLdGKVB3bX5fYGVLTpCJrbNrkkJhvi5gIjmsz75BnaH33vDgRHjiKqiuijoqyWItucjOGGA36lxkB/hVK17zVWCwmQ0APgHGA2e05AQZuchOVTVFBXmYrmolua7TDnDOo8E1oF+6MZi6esod0H77qCOTLNTc2Ue3AacTrFcw4FRg52Y8byawEBhqZqVmNtHdK4FLgPnAUmCWu7/VkqAz0VPYWlFNsYaOJCkKiuC4P8DYG+CDF2DqCFi1NOqoJAs191PxIHc/B1jn7r8EDuSbQ0D1cvcJ7r6juxe6e193n546Ptfdh7j7Lu5+XevDb73yqmqKddU1SZr9zoVzH4OKzXD70cGV3UTqaPZFdlL/bjaz3kAFMCCckJqWqUKzisySSDsdENQZeg6FB86CBb+B6uomnybJ0NxPxb+kLrJzPcGeRx8SrC+IRKYKzVq4JonVuTecOxf2PhOe+0944Ewoa+2EQsklzf1U/B1wPsGCtYUEySGSYZ9MUVKQxCtsB+NugdHXwz/mB8NJa5ZFHZVErLmfincSzDy6EbgJ2BW4K6ygmpKJ4aPK6moK8pQUJOHM4IAL4ZyHYdNqmHYk/OOJqKOSCDX3U3Gou0909wWpr8nA0DADa0wmho8qq11rFERqDDgsqDNsvxPcdxq88AdduCehmpsUXjezf6m5YWYHALG+DmBllZOfp6QgUmv7neH8J2D3k+DpX8Ls86C8yc2QJcc0NykcALxkZh+a2YcEdYXDzWyJmb0RWnQNyMTwUUVVNQWafSTyTUUd4OTpcPQv4a2HYfpIWPdh1FFJG2ruiuZRTT+k7bj7HGBOSUnJpNaeo6raVWgWqY8ZHPKv0Gt3ePD8YKHbqTNg4OFRRyZtoLl7H33U2FfYQYahotrVUxBpzOCjYdKCYJuMu0+EhbeqzpAAif1UrKquplA1BZHGdd8FLngKho6G+T+Dhy+Cii1NP09iK5ZJISNTUlVoFmme4u3gtLvhiJ/D32cGl/tcH/oVcyUisUwKmZiSWlFVTaGGj0SaJy8PjvgpjJ8ZLHCbegR8tDDqqCQEif1UrKpWT0Gkxb79HZj0NBR3hjuPg1enRx2RZFhik0JFlVOgxWsiLddzKEx6BgaOgMd+CHMug8qtUUclGZLYpFBV7RRqmwuR1mnfFc54AA79ESyeAXeOha8+izoqyYDEfipWVleTr56CSOvl5cNRVwdrGD5bEtQZShdFHZWkKZZJITMrml1TUkUyYbcTYeKTkF8UzEx6/Z6oI5I0xDIpZGL2UZUWr4lkzrd2DzbU2+lAeORimPsTqKqIOipphcR+KlZUVVOgnoJI5nToBmc9BAdeAq9MgbtOgE1roo5KWiixSaGyWrOPRDIuvwCOvQ5OnAqfLArqDJ/+PeqopAUSmRTcPbVOIZHNFwnfXqfD+fPAq2H6sfDGn6OOSJopkZ+KldXBpl4qNIuEqPc+QZ2h9z7w0AXwxL9DdVXUUUkTEpkUqlJJQYVmkZB12gHOeQT2nwQv3QT3ngKb10YdlTQilp+K6U5JraiqBlChWaQtFBTBmN/B2Bvhgxdg2gj4/O2oo5IGxDIppDsltbKqpqegpCDSZvb7Lpw3FyrK4Paj4e1Ho45I6hHLpJCumpqCegoibazf8KDOsMOuMOtseOZaqK6OOiqpI6FJITV8pJqCSNvrvGPQY9jnLHj+v+D+CVDW+t0JJLMS+alYM3ykrbNFIlJQDMffDN/5HSx7CqYdBWveizoqIaFJodo1fCQSOTMYPimYnbRlHUw7Et6dF3VUiZfIpFAzJTXPlBREItf/kKDO0G0AzBwPz/0XpP5wk7aXyKSQygnkqacgkh269oPz5sEep8KCa2HWObB1Y9RRJVJCk0JNTyHiQETka0Ud4KSpMPJaeOcvMP0YWLs86qgSJ9FJIV/DRyLZxQwOuhTOehA2rISpI+D9Z6KOKlGyKimYWUczW2xmx4X5OjXTok1JQSQ77XJkUGfo3AfuORlevFF1hjYSalIwszvMbJWZvbnN8VFm9q6ZLTOzK+rc9VNgVpgxgYaPRGKh2wCY+ATsOhaevAoemgTlm6OOKueF3VOYAYyqe8DM8oFbgNHAMGCCmQ0zs6OBt4HPQ47p6+EjZQWR7FbcCU69E468CpbMhjuOhS8/jjqqnBZqUnD354Ftt0QcDixz9+XuXg7cD4wDRgD/ApwBTDKzemMzs8lmtsjMFq1evbpVcWlKqkiMmMFhl8MZD8C6D4ML93zwQtRR5awoagp9gBV1bpcCfdz9Snf/V+A+YJq717shirtPdfcSdy/p2bNnqwLQlFSRGBpyLEx6Bjp0h7vGwctTVWcIQRRJob5P4tp31t1nuPtfGj1Bmltnu2oKIvHUYzBc8BQMHgmP/xgevSTYdVUyJoqkUAr0q3O7L7CyJSdId+tsDR+JxFi7LjD+Pjj8p/D6PTBjTDB9VTIiiqTwKjDYzAaYWREwHmjTjdVrh4+UFETiKS8PRvwcTrsbVi0N6gwfvxx1VDkh7CmpM4GFwFAzKzWzie5eCVwCzAeWArPc/a0Wnjet4SNNSRXJEcOOD4aTCjsEPYbFd0YdUeyFPftogrvv6O6F7t7X3aenjs919yHuvou7X9eK86Y1fKQpqSI5pNcwmLwABhwKc34Af/khVJZHHVVsZdWK5uZKv6dQe54MRiUikWm/PZw5Gw6+DBZNh7uOh42roo4qlmKZFNLuKVRr+Egk5+TlwzG/gpOnw8q/BXWGT16LOqrYiWVSSJeGj0Ry2B6nwMT5YHlwxyj428yoI4qVWCaFdIePNCVVJMftuFewoV6/4fDw92Dez6CqMuqoYiGWSSH9QnPwr5KCSA7r2APO/l844CL4661wz4mw6Yuoo8p6sUwK6apd0ZzI1oskSH4hjP4tjLs1WMcw7Qj49I2oo8pqifxYrHINH4kkyj5nwnmPB0NI00cGO65KvWKZFDI1JVVJQSRB+u4HFz4HvfeBByfC/CtVZ6hHLJOCpqSKSKt02gHOeQT2nwQLb4Z7ToLN2+7un2yxTArp0pRUkQQrKIIxv4Nxt8DHC2Hq4aoz1JHQpBD8q+EjkQTb5yw4b57qDNuIZVJIu6aQygrKCSIJpzrDP4llUtCGeCKSMaozfEMsk0K6NCVVRL5BdYZaiUwKX++SGm0cIpJlVGdIZlJAPQURaUjC6wyxTArpFpo9w/GISI5JcJ0hlkkh3UJzDfUTRKRBCa0zxDIppMvVVRCR5kpYnSGhSaFmnYL6CiLSDAmqMyQyKdRQShCRZktInSGRSUGjRyLSKgmoMyQyKdTQ6JGItEoO1xkSmRRUaBaRtOVonSGWSSFT6xRMVQURSUcO1hlimRQytU5BOUFE0pZjdYZYJoV0ucaPRCTTcqTOkMikUEOFZhHJqByoMyQ6KYiIZFzM6wyJTAo1o0fqKIhIKGJcZ0hkUqihbS5EJFQxrDMkMim41jSLSFuJWZ0hkUmhhvoJItImYlRnyJqkYGa7mtltZjbbzC4K87U0I1VE2lxM6gyhJgUzu8PMVpnZm9scH2Vm75rZMjO7AsDdl7r794DTgJIw4/o6jrZ4FRGROrK8zhB2T2EGMKruATPLB24BRgPDgAlmNix13/HA/wFPhxmUOgoiEqksrjOEmhTc/Xlg24Gz4cAyd1/u7uXA/cC41OMfdfeDgDPDjSv4V3sfiUhksrTOEEVNoQ+wos7tUqCPmR1hZjea2RRgbkNPNrPJZrbIzBatXr06rUA0fCQikcrCOkMUSaG+j2J392fd/QfufqG739LQk919qruXuHtJz549WxWApqSKSFbJojpDFEmhFOhX53ZfYGVLTpDu1tkiIlknS+oMUSSFV4HBZjbAzIqA8cCjLTlBultna0qqiGSlLKgzhD0ldSawEBhqZqVmNtHdK4FLgPnAUmCWu7/VwvNmpKegmoKIZJ2I6wxhzz6a4O47unuhu/d19+mp43PdfYi77+Lu17XivBm5yI5mH4lI1oqozpA1K5rbki6yIyKxEEGdIZZJQcNHIpIYbVxniGVSUKFZRBKlDesMsUwK6fYUOrcvZKduHVRREJF4qakzVFfDV5+G8hIW5/H1kpISX7RoUdRhiIi0rYoyKGzX6qeb2WJ3r3fj0Vj2FEREEi2NhNAUJQUREakVy6SgbS5ERMIRy6SQqcVrIiLyTbFMCiIiEg4lBRERqRXLpKCagohIOGKZFFRTEBEJR6wXr5nZauCj1M0uwPp6vm/ovh7AmgyEse1rteZx9d3XnGMNtbnu95loZ1htrO940ttY93Y2trGh+zPx/1W/k82Xbht3dvf6L13p7jnxBUyt7/uG7gMWZfp1W/u4+u5rzrGG2rzN92m3M6w2NtWmJLax7u1sbGND92fi/6t+J9v+vazvK5bDRw2Y08D3Td2Xyddt7ePqu685xxpqV1zaWN/xpLex7u1sbGND9yfh/2uutbFesR4+SoeZLfIG9v7IJUlop9qYG5LQRsj+duZST6GlpkYdQBtJQjvVxtyQhDZClrczsT0FERH5Z0nuKYiIyDaUFEREpJaSgoiI1FJSqIeZ7Wpmt5nZbDO7KOp4wmBmJ5jZNDN7xMxGRh1PWMxsoJlNN7PZUceSSWbW0czuTL2HZ0YdTxhy9b2rKyt/DzOxWCSbvoA7gFXAm9scHwW8CywDrmjmufKA6VG3KeQ2bp+NbQyhnbOjbk8m2wucDYxNff9A1LGH+Z7G4b3LQBuz5vcw8gBCeEMOA/at+4YA+cD7wECgCPg7MAzYA/jLNl87pJ5zPPAScEbUbQqrjann/R7YN+o2tUE7s/6DpYXt/Rmwd+ox90UdexhtjNN7l4E2Zs3vYQE5xt2fN7P+2xweDixz9+UAZnY/MM7d/wM4roHzPAo8amaPAfeFGHKLZaKNZmbAb4HH3f21kENulUy9l3HRkvYCpUBf4G/EaBi4hW18u43Dy4iWtNHMlpJlv4ex+c+Upj7Aijq3S1PH6mVmR5jZjWY2BZgbdnAZ0qI2ApcCRwOnmNn3wgwsw1r6XnY3s9uAfczsZ2EHF4KG2vsQcLKZ/Q+Z30KhrdXbxhx47+pq6H3Mut/DnOspNMDqOdbgqj13fxZ4NqxgQtLSNt4I3BheOKFpaTu/ALLil62V6m2vu28CzmvrYELSUBvj/t7V1VAbs+73MCk9hVKgX53bfYGVEcUSliS0EZLTzhpJaK/amEWSkhReBQab2QAzKwLGA49GHFOmJaGNkJx21khCe9XGLJJzScHMZgILgaFmVmpmE929ErgEmA8sBWa5+1tRxpmOJLQRktPOGklor9qY/W3UhngiIlIr53oKIiLSekoKIiJSS0lBRERqKSmIiEgtJQUREamlpCAiIrWUFCSRzGxvM/tOK553dGpfrIfNbMc6x+eZWR8z+9DMetTzvJdS//Y3szfTi14kPEoKklR7Ay1KCmZW4O5PARuA3kBl6nh7oJu7f9LQc939oNaH2mA8+Zk+p4iSgsRW6q/ud8zsdjN708zuTf0l/6KZvWdmw1NXKLvDzF41s9fNbFxqm4FfAaeb2d/M7PT6Hpd6jXPN7M9mNgd4AsDd/x24FxiUCuUIttlA0czap3oPk1K3N9YTfzsz+5OZLUm95ojU8Q5mNsvM3jCzB8zsZTMrqTmPmf3KzF4GDjSzq1Mxv2lmU1NbomNmz5rZf5vZ82a21Mz2N7OHUj+XazP9XkjuSMouqZK7BgGnApMJ9pc5AziE4CJJPyfYk/8Zdz/fzLoCrwBPAVcDJe5+CYCZ/Wbbx5nZU6nXOBDY093XmtmFwF7AEL7eu2Y08HCdmDoB9wN3uftdjcR+MYC772Fm3waeMLMhwPeBde6+p5ntTnDNhBodCS7ecnUq7rfd/Vep7+8muKZEzVba5e5+mJldBjwC7AesBd43s/9O7UIq8g1KChJ3H7j7EgAzewt42t3dzJYA/Ql2ozzezC5PPb4dsFM95xnZyOOedPe1AO4+pZ7nHgxcXuf2I8D17n5vE7EfAtyUOu87ZvYRQbI5BLghdfxNM3ujznOqgAfr3B5hZj8BOgDdgLf4OinUJK0lwFvu/imAmS0n2LFTSUH+iZKCxN3WOt9X17ldTfD/uwo42d3frfskMztgm/NYI4/b1NCLm9lAYIW7l9c5/CIw2szu88Y3F6tvj/3GjgOUuXtV6rXbAbcS9HhWmNk1BMmsRt2fxbY/J/3uS71UU5BcNx+4tM5Y+z6p418B2zXjcU0ZDczb5tjVBH+F39rEc58Hzky93hCCnsm7wP8Bp6WO11x/uj41CWCNmXUCTmlmzCINUlKQXPdroBB4IzUV9Nep4wuAYTWF5kYe15RR/HNSAPhXoJ2ZXd/Ic28F8lNDXQ8A57r71tTxnqlho58CbwDrt32yu38JTCMYHnqYoKYikhZtnS3SSmZWDLzo7iUZPm8+UOjuZWa2C/A0MGSbISqRUGhcUaSVUn/VZzQhpHQAFphZIUF94SIlBGkr6imIiEgt1RRERKSWkoKIiNRSUhARkVpKCiIiUktJQUREaikpiIhIrf8HP4yvYHnRIt8AAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Vapor = VaporDome(substance, (\"s\", \"T\"))\n", "Vapor.plot(\"v\", \"p\")\n", "\n", "T_1 = Q_(560.0, \"degC\")\n", "p_1 = Q_(14.0, \"MPa\")\n", "T_2 = Q_(75.0, \"degC\")\n", "p_2 = Q_(14.0, \"MPa\")\n", "\n", "st_1 = State(substance, T=T_1, p=p_1)\n", "st_2 = State(substance, T=T_2, p=p_2)\n", "\n", "Vapor.add_state(st_1)\n", "Vapor.add_state(st_2)\n", "\n", "Vapor.remove_state(st_2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The remove_process function is meant to delete the specified process from the graphs. The remove_process function has the following syntax, remove_process(state_1, state_2, remove_states=False). The states must be entered to specify which process is slated to be removed from the graphs. The remove_states input, if true, will remove both states from the graphs. If left as False, as is the default, then only the process line will be removed from the graphs. " ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Vapor = VaporDome(substance, (\"s\", \"T\"))\n", "Vapor.plot(\"v\", \"p\")\n", "\n", "T_1 = Q_(560.0, \"degC\")\n", "p_1 = Q_(14.0, \"MPa\")\n", "T_2 = Q_(75.0, \"degC\")\n", "p_2 = Q_(14.0, \"MPa\")\n", "T_3 = Q_(500.0, \"K\")\n", "v_3 = Q_(0.1, \"m**3/kg\")\n", "T_4 = Q_(300.0, \"K\")\n", "v_4 = Q_(0.1, \"m**3/kg\")\n", "\n", "st_1 = State(substance, T=T_1, p=p_1)\n", "st_2 = State(substance, T=T_2, p=p_2)\n", "st_3 = State(substance, T=T_3, v=v_3)\n", "st_4 = State(substance, T=T_4, v=v_4)\n", "\n", "Vapor.add_process(st_1, st_2, \"isobaric\")\n", "Vapor.add_process(st_3, st_4, \"isochoric\")\n", "\n", "Vapor.remove_process(st_1, st_2, True)\n", "Vapor.remove_process(st_3, st_4)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The scale of the axes for 'p' and 'v' are in log by default and for all other axis types are linear by default. This can be overidden using the set_xscale and set_yscale functions. The syntax for these functions are set_xscale(self, x_axis, y_axis, scale=\"linear\") and set_yscale(self, x_axis, y_axis, scale=\"linear\") respectively. The x_axis and y_axis inputs specify which graph you want to alter the axis scale for. " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Vapor = VaporDome(substance, (\"s\", \"T\"))\n", "Vapor.plot(\"v\", \"p\")\n", "\n", "T_1 = Q_(560.0, \"degC\")\n", "p_1 = Q_(14.0, \"MPa\")\n", "T_2 = Q_(75.0, \"degC\")\n", "p_2 = Q_(14.0, \"MPa\")\n", "T_3 = Q_(500.0, \"K\")\n", "v_3 = Q_(0.1, \"m**3/kg\")\n", "T_4 = Q_(300.0, \"K\")\n", "v_4 = Q_(0.1, \"m**3/kg\")\n", "\n", "st_1 = State(substance, T=T_1, p=p_1)\n", "st_2 = State(substance, T=T_2, p=p_2)\n", "st_3 = State(substance, T=T_3, v=v_3)\n", "st_4 = State(substance, T=T_4, v=v_4)\n", "\n", "Vapor.add_process(st_1, st_2, \"isobaric\")\n", "Vapor.add_process(st_3, st_4, \"isochoric\")\n", "\n", "Vapor.set_yscale(\"s\", \"T\", \"log\")\n", "Vapor.set_xscale(\"v\", \"p\", \"linear\")" ] } ], "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": "3.7.10" } }, "nbformat": 4, "nbformat_minor": 2 }