{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tritium release\n", "\n", "This example shows how to run a 0D tritium release model.\n", "\n", "## Theory\n", "\n", "The model is a simple ODE:\n", "\n", "$$\n", "V \\frac{d c_\\mathrm{salt}}{dt} = S - Q_\\mathrm{wall} - Q_\\mathrm{top}\n", "$$\n", "where $V$ is the volume of the salt, $c_\\mathrm{salt}$ is the tritium concentration in the salt, $S$ is the tritium source term, and $Q_i$ are the different release rates.\n", "\n", "The source term is expressed as:\n", "\n", "$$\n", "S = \\mathrm{TBR} \\cdot \\Gamma_n \n", "$$\n", "where $\\mathrm{TBR}$ is the Tritium Breeding Ratio and $\\Gamma_n$ is the neutron rate.\n", "\n", "The release rates are expressed as:\n", "\n", "$$\n", "Q_i = A_i \\ k_i \\ (c_\\mathrm{salt} - c_\\mathrm{external}) \\\\ \\approx A_i \\ k_i \\ c_\\mathrm{salt}\n", "$$\n", "where $A_i$ is the surface area, $k_i$ is the mass transport coefficient, and $c_\\mathrm{external}$ is the external tritium concentration (assumed negligible compared to $c_\\mathrm{salt}$)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Implementation\n", "\n", "First we import the right module:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from libra_toolbox.tritium import model, ureg" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can then create a model using the `Model` class." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "\n", "# geometry\n", "baby_diameter = 1.77 * ureg.inches - 2 * 0.06 * ureg.inches # from CAD drawings\n", "baby_volume = 0.100 * ureg.L\n", "\n", "baby_radius = 0.5 * baby_diameter\n", "baby_cross_section = np.pi * baby_radius**2\n", "\n", "baby_height = baby_volume / baby_cross_section\n", "\n", "# neutron rate\n", "P383_neutron_rate = 4.95e8 / 2 * ureg.neutron * ureg.s**-1\n", "A325_neutron_rate = 2.13e8 / 2 * ureg.neutron * ureg.s**-1\n", "\n", "neutron_rate = P383_neutron_rate + A325_neutron_rate\n", "\n", "# irradiation schedule\n", "\n", "exposure_time = 12 * ureg.hour\n", "\n", "irradiations = [\n", " [0 * ureg.hour, 0 + exposure_time],\n", " [24 * ureg.hour, 24 * ureg.hour + exposure_time],\n", "]\n", "\n", "my_model = model.Model(\n", " radius=baby_radius,\n", " height=baby_height,\n", " TBR=5.4e-4 * ureg.particle * ureg.neutron**-1,\n", " neutron_rate=neutron_rate,\n", " k_top=1.6905e-6 * ureg.m * ureg.s**-1,\n", " k_wall=5.0715e-8 * ureg.m * ureg.s**-1,\n", " irradiations=irradiations,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally we run the model for 7 days:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/remidm/miniconda3/envs/libra-toolbox/lib/python3.12/site-packages/scipy/integrate/_ivp/base.py:23: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n", " return np.asarray(fun(t, y), dtype=dtype)\n" ] } ], "source": [ "my_model.run(t_final=7 * ureg.days)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualisation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Salt tritium inventory\n", "\n", "The salt inventory $I = V \\ c_\\mathrm{salt}$ can be plotted. The units are in Bq and computed from the specific activity of tritium. " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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g4ieSJKG0O6iM9HCUIVCCiquR1gf9KYpA+SyIiGhwGFT8pKqpCTaHA3qdzuOdWntO/Wj55GBXI60PVvwolKBSUVHhs9cgIiL1Maj4ydnuUYaMQezUqgSVzs5ONDc3e6s0rzvthxGVtLQ0ABxRISIKdgwqfnJ2kNM+ABAeHo74+HgA2r5Anxnk6iZ3cOqHiCg0MKj4idK3MXKQowyBsPLntA83e1Nw6oeIKDQwqPiJMvUzmBEVQPsjCZ1WK6rPnQPAZloiIho8BhU/GezSZIXWL9Bnut/nkMhIxHcvIfYF9qgQEYUGBhU/CZWpH2UJ9ggfbPTWkxLYampq4HA4fPpaRESkHgYVP+i0WlHT1AQg+Kd+XEElMdGnr5OUlASDwQBJklDT3bxLRETBh0HFD0rr6wEA0eHhSBjkdIjWDyYs636vvh5R0el0AXWaNBEReYZBxQ96TvsIgjCo59L6xdlfIyoAV/4QEYUCBhU/8MYeKgrl4lxbW6vJ3gxl9CjDxyMqgPanwYiIaPAYVPzg7CBPTe4pKSkJer0ekiShtvt5tcQ19eOHERWu/CEiCn4MKn5wxkt7qAC9ezO0NuXR3tmJhtZWAM6jAnyNUz9ERMGPQcUPXKcme2kDNGUkoby83CvP5y1lDQ0AgLioKMRGRvr89Tj1Q0QU/AxqFxDsZFn26ogKAGRkZGDPnj2aCypKIEv38HTogWJQ8Y+WRx6B3P3fFgAgCBAiImCYPh3hd98NncGAro8/Rtebb/b7PGErVyLs2mt9XO3F2U+dguWZZxC+ejXMc+aoUkOw6Xz3XVg//RTo7HTeYDLBOGcOIu+7z3Uf5XOHICDmt7+FLi7O9bPmu+6CftQoRD/5pL9LpwDDoOJjTe3taO/qAuC9vo309HQA2htR8ddmbwplZKmiogKyLA96RRX1TYiORuTatYDDAbG6GvadO2H/6is4cnMR/ZvfwHTVVTBMmOC6v+WllwC73fmYbjo//b0YDKmrC7qwMLXL8BpfvR/Lb34D+4ED0Gdnw3z99RBMJlg//RT2HTvQVlaG6Gee6f0AWYbl1VcZSsgjDCo+pjSXJsbEINxs9spzKkGlrKzMK8/nLeXdUz/+aKQFzi/V7urqQlNTk+tkafIBnQ6GjAwAgCErC+Z589D1r3+h6+230fmnPyHyBz+ArvvnzjsZAFF0PaYvym/cpuXLYf/iC8gdHYDRiPA77oB50SLX/azbtqFzyxbnb+86HXRpaYh6/HHoYmMBAM233w7Tt76FiFtucT2m+fbbYVy4EJH33ef8rR5A56uvovPVV4HwcAx54w20PPIIYLVCn54Ox7FjgCBgyF/+AtuBA+h84w1nPQB0KSmI+slPoBsyBADOPy4zE478fECWnTX9z//0GQxse/ei809/cj0nTCaE33UXzAsWAAA63noLtq1bAYfD+XlPmYKoH/2o1/vp7z26Psurr4btq6+Azs7z73/DBth373Y+tyBAl5aGmHXrAABifT0sL7wAqbYWkGUIEREIv/tumC6//KLvw1Fc7AwpI0ci+n/+x3W7ceJEV4CxfvklzFde6fqZPisL4smTcFRUwND9CwaRu9ij4mPKxTvdixdvjqg4hYWFISEhAQCnf9QQtnw5YDQ6L9SDZPv0U5iuvhqRP/4xhKgodP75z5BsNgCA/dgxdG7aBMP48Yh8/HGEr1oFqaYG7T//udvPH/697zlrvuUWRD33HKKffdb1M7mlBWJtLSIeeggRa9ZAamlBx29/C5jNiFizBmG33gqpthZt33g9uaUFUn09In70I5hvuAFSRQU6N27ss4aO118HIiMR8eijiHz8cZgWLYJgNAIArLt2wfbvf8MwZgwif/xjGBcsgCM3F5Y33nD7PSps27bBtGgRIn/yE5iXLoXld7+D/auvYJw6FZE//jHC77uv1+hW+5NPQu7oQPj3vofIxx+HLjkZHb/7HcQ+VhV2ffih8zO9994Lfhb+/e8738/Wrb1uN11zDWA0ouPVVwf8fog4ouJj5d0jKt7s28jo/i1Vc0FF2UPFTyMqgHP6p7GxERUVFZg0aZLfXpechJgYyC0tg34e45w5CP+P/wAAhN91Fzp+9Ss4jh+HaepUdG7cCF1qKqIefvj8AyQJnZs2QbJYoHOjcVvX3cguJCRcOMojCIhet841EmJ57TVAlhH97LOuERvZaoX1//4PjvJyGLp/UYBOh6hf/AI6gwGYOhW2r76C4+TJvotwOGCcMAGmqVOd77nH39eud9+FEBmJqP/+b+fPJk9GW3k57F9/DfTo+XCH8bLLEHHrra7v2/ftg37MGEQ+9JDrNvMVVwBwjlTJFgtiNmyALiLCVVfzqlXo+sc/EPlf/3XB80vdAcYwcuQFP9OFhQFGI+TuI0NcBAHmG26A9Z13YD92DMYe04REl6L6iEplZSVuv/12JCQkIDw8HJMmTcLBgwfVLstrlBEVb168lRGVmpoa2Lp/69SCMj+PqADanQYLGbLslacxjBvn+rO+e2pA7r4gSufOQaqqQvPtt7u+OjdtAgA4Tp0a9GsLERG9pmukigrnbd0hBTh/YRePHz//uMhIZ0hRvo+KOt9YehH6nBzYvvwSLd//PtpfeAH2Y8dcP5NbW6H/RoAyTJwIOByQBrixo2HiRNefHRUVgCzDOGPGRe+rBKvW732v1+cLUXQFEm8J//a3IUREoGPDBq8+LwU/VUdUmpqaMG/ePFx11VX4+OOPkZiYiKKiIsT16AwPdGU+GGVITEyE2WyG1WpFZWUlMjMzvfbcnrJ0daHej3uoKEaMGAGAQUUtclsbhO7fxAelewoEANDdFC1LkvN7SYIuIwPht912wcP02dk9ivEwNBk8/GdQd+HveXI/NUQ/+STsR47A+tlnEE+dgmXdOpiWL+81+nFJ7rzHHiNMlxptkjs7AUFA5OOPX/AzoXta9Zt0ycmQKivhOHv2glEVqasLsNshpKRc9LFhK1ei8403YN29+xJvgug8VYPKCy+8gPT0dGzsMa+rhYuuNykjKmlenPoRBAHp6ekoLi5GeXm5Jj4zJZDFRkRgiB/2UFEo02AMKv7X9a9/AXY7DD5e7isMGQK5sRHGHiMFF95JgNz9/zUAsBcU9P6x0sguipd8PV1aGsTSUkgtLa5RFetXXwEA9OPHD7D63oyTJ8M4eTIAoGXNGth37gRuvRVCTAzEb/wddhw9ChgM50dtLvEeL/pe4uIAnQ72gwcRdt11F/zckJMDx5EjgNEI49ixbr2HsBUr0H74MDr/8IdevT4A0Pn66wAA87JlF32seeFCdL37Lrr+8he3XosIUHnq58MPP8SMGTNw0003ISkpCdOmTcMb/TSPWa1WtLa29vrSujIfTP0A2pvy8OcZPz0xqPiJJMFRVgbH6dOwfv012p9/Hl1vvw0hJgbhd9/t05cOv/VWyBYLWteuhXXPHtgLCtC5ZQtaeyx9FuLjYT90CNbdu2HduRMdr7zS6zl03SvE7Lt2wVFeDqnHBf+C11u5EhAEtD35JGwHDqDr3/+G9f33ISQlne9PGSCpvR2ta9ei6+OP4SgshPWzzyA3N0PX/e9C2E03QbZY0P7cc7AfOYKOP/wB4unTMM6b5/Z77IvpiisgFhbCsn497AUFsH79NSy/+Y3zZ9/6FhAeDsvzz6Pzww9hP3UK1u3b0fb007Du3HnR5zOMHg3D9OkQz55F29NPw5aXB/uxY2h/+WXYDx6EPjOz14qfb4q47z7I7e2A3e7mp0ehTtURldOnT+O1117DI488gv/+7//GgQMH8OCDD8JkMmHVqlUX3H/dunV4+umnVajUM102G+qamwF4fxM0ra388eepyT0xqPiH3NaG9u5GT2XDN+MVV7g2fPMl0+zZkK1WdL35pnNpMQAYjTD0GAGIfPhh58X2978H9Hpn4+Y//uH6uc5kgnH+fNh370b72rWu5ckXo4uJQcSDD6LzjTfQ0X1BV5Yne8xggNzRga633wYkybVEOPLHPwYAmOfNg1haCtvWrXD88pfO5clTp/baPO1S77EvEffeC9lqhX3/ftgPHnS+dve/HzqdDjG//CXaX3wR1nfegVWWAZ0OQnw89H1M3wBA1MMPo3PLFli3bUPHSy85bzSZYLziCkR2r7Dqi3HyZOhSUyFVVV2ydiIAEOT+JlV9zGQyYcaMGdjdY77ywQcfxIEDB7Bnz54L7m+1WmG1Wl3ft7a2Ij09HS0tLYiJifF6fZ1u/CPQn+Lqakz+4Q8RYTaj/m9/G/CGZMoqiIt58skn8Ytf/AL3338/fv/73w+qzr4M5P3/5K9/xa8/+ACrly/Hi3fd5ZXX7+/9KyoqKpCeng6DwYCuri7o9XqvvDYREflOa2srYmNj3bp+qzr1k5KSgvHfmPMdN25cn78dm81mxMTE9PrSsrIeS5O9vWuq1pYoqzWikpKSAoPBAIfDgerqar++NhER+Z6qQWXevHk49Y3lhYWFha6VHIHOtYeKDy7eWutR8UXTsDv0er1rK32tfBZEROQ9qgaVhx9+GHv37sVzzz2H4uJivPXWW9iwYQNWr16tZlle46tGWkB7PSoVjY0A/B9UAPapEBEFM1WDysyZM/Hee+/h7bffxsSJE/HMM89g/fr1WLlypZpleY1r+3wfXLyVi3NTUxPa29u9/vwDYXc4UNO9E2VaH3sv+BKDChFR8FJ9C/1vfetb+Na3vqV2GT5R7sMt5ZUendbWVpSXl2Ncj509/a26qQmyLMNoMCCpx26e/qIEldLSUr+/NgUGWZYh1ddDKi+HPifngo3QZKsVckeHc98RItIU1bfQD2a+HFEBtDP9U9H9PofHx0N3kd06fY0jKtQXWZKcy34//xy2nTshNTf3amyXZRlieTms27Y5l+4SkeaoPqISrCRJcl3AfbWlfHp6Oo4dO6Z+UFGxPwVgUKELyTYbxLNn4SguhtzZCf2wYTAtWABdYqIrqMgdHbDn5kKsqYE+LQ3GKVNUrpqILoZBxUdqmpthczig0+mQGh/vk9fQygVaCWRq9KcAPO+HzpMsFojFxRDPngUkCfqMDOizs3sdMChLEsTTp+E4dgwwGmGaMwf67p1riUh7GFR8RLl4p8bHw+CjTci0skS5UuURFeVzaG5uRmtrq+b31yHvk5qa4CgqglRZCRgM0GdnwzBqFIQepyIDgNTSAvvhw5DOnYMhKwuGiRMh9DwQkYg0h0HFR1ynJvvw4j2y++RStZtIlamf4SqNqERHRyMuLg5NTU0oKyvDxP4Or6OgIcsypOpqZ0BpaIAuKgqGyZOhHzECwje29ZdFEY5TpyCeOgUhMhLmhQuhUylYE9HAMKj4SIUfNkBTgsrZs2d99hrucDXTqhRUAOc0GINKaJAdDojl5RCLiiC1tUGXkADT5ZdDl5IC4SLN3FJjI+yHD0Nub4d+7FgYxo6FwKMWiAIGg4qPVJ47B8C3fRtKUCkvL4fD4YDBx4fD9cU19aNyUMnPz1d9Gox8R+7qguP0aYinTwM2G3SpqTBPnw5dH3/vZLsdjmPHIJ4+DSEuDqZFi3r1qhBRYGBQ8ZFKP0yHpKamwmg0wm63o7KyUpWjB6x2O+paWgCo16MCaKexmLxPamtzNsiWlgKCAP2IEc4G2aioPh8jVlfDnpsL2O3O6aCsrIuOthCR9jGo+EhV94hKqg+Dik6nw4gRI1BcXIyzZ8+qElSUQBZmMiEhOtrvr6/gyp/gIssy5MZGOAoLIVZXQwgLgyEnxxk4TKa+H9fVBfuRIxDLy6FPToZh2rQLNncjosDCoOIj/hhRAZzTP0pQWbhwoU9f62J6Lk329gnRA8HdaYODLEmQKiudDbJNTdDFxMA4fTr06en99pXIsgyxrAyOI0cAQYBp5kzo0tNV/TtJRN7BoOIDDlF0nX3jqz1UFGo31FZooD8FOP85nDlzRtU6yDOy3Q6xtNS5QZvFAn1SEkzz5kGXnHzJsCFZLHAcPgyxrg76jAwYJ026YFkyEQUuBhUfqG1uhihJ0Ot0SPZx815mZiYA9S7Q/ljd5A7lc6iqqoLVaoXZbFa1HnKP3NEBR0kJxDNnAFGELi0Nhssvh27IkEs/VpIgFhfDceIEYDbDNG8e9MOG+b5oIvIrBhUfUKZ9UuLjoffxMkitjKiouTQZABITExEREYGOjg6UlpZizJgxqtZD/ZOam53TOxUVgF4PfWamc4O2iAi3H28/fBhyczP0o0bBMGHCBXunEFFw4P+zfUBppB3u42kfQP2govautApBEJCVlYWjR4/i9OnTDCoaJMsypNpaiEVFEOvqIEREwDBxIvQjR7q9O6zscMBx8iTEoiIIUVEwLVzY5/JkIgoODCo+UOXHUQZlyqOiokKVvVS00qMCOD+Lo0ePsk9FY2RRPL9BW2srdHFxMM2aBd3w4QNaMizW18ORmwvZYoFh3Djox4zhkmOiEMCg4gPKZm/+CCrJyckwm82wWq2oqKhwjbD4S6VGelQA9ft1qDfZZnMe/ldSArmrC/qUFJinTYMwwBViss0Gx9GjcJw5A93QoTDNmQOdikvhici/GFR8QJkO8fWKH+D8XiqFhYU4c+aMX4NKh9WKc+3tALQzogIAp0+fVrmS0Ca1t5/foE2WnScYjx7tUbgQKythz8sDRBHGadOgz8zkkmOiEMOg4gP+2kNFMXLkSBQWFvq9T0XpxYkMC0OMm02QvpSVlQWAIypqkRobnQ2yVVWAyQT96NEwZGV5tFRY7uyEPT8fYmUl9CkpME6d6najLREFF7eDyo033uj2k/7f//2fR8UEC38HFWUkwd9BpVrZfTc+XhO/5XLqx/9kSTp/gnFjI3TR0TBMnQp9RoZHq3BkWYZ49iwcBQWAXu88bDA1VRN/v4hIHW7/SxLLw7zcIsvy+VU/fhxRAVQIKt2b2qXExfn1dfuiBJWmpiY0NzdjiBt7cZBnZIcDYmkpxOJiSO3t53tHUlI8DhVSWxvsubmQ6uthGDkShkmT+t0un4hCg9tBZePGjb6sI2g0tLbC5nBAEAQM89OFUq2goqxu0kpQiYqKwtChQ9HQ0IAzZ85g2rRpapcUdOSuLucGbadPA3Y7dGlpMM+cCd0g+rFkSYJYWAjHyZMQwsNhWrAA+qQkL1ZNRIHM4x4Vh8OBL7/8EiUlJbjtttsQHR2NqqoqxMTEIKqfU02DnTLtkxQbC5Obe0MMllrbxysjKr48eHGgsrKyGFR8QGppcTbIlpUBOh30I0c6TzAe5IF/UlMT7IcOQW5rgz47G4Zx47hxGxH14tG/CKWlpbjmmmtQVlYGq9WKpUuXIjo6Gi+88AKsVitef/11b9cZMPy5NFmhTHlUVlbCZrPB5KfhcmWKSysjKoDzs9i/fz/7VLxAlmVI9fXODdpqaiCEh8MwYYJzg7ZB/h2THQ44jh+HWFwMITYWpiuvhE5Df4+ISDs8Cipr1qzBjBkzkJ+fj4QeF+TvfOc7uO+++7xWXCDy59JkRVJSUq/t40ePHu2X1+3ZTKsVbKgdPFmSIFVUOBtkm5uhGzIEphkznKcRe2GDNbG2FvbcXKCry7kzbXY2N24joj55FFR27tyJ3bt3X/Cb+8iRI1FZWemVwgKVvxtpAef28aNGjUJBQQFKSkr8F1SUZloNBRVliTL3Uhk42WZzrrgpLobc2Ql9cjJMCxZAl5jolVU3stUKe0EBxNJS6BMTYZg/H7oQniYmIvd4FFQkSYIoihfcXlFRgegQ3zHSn9vn95SdnY2CggIUFxf75fV6rm7S2tQPwBGVgZA7OuAoLoZ49iwgis4N2rKzofPSSj9ZliFVVMCenw9IEozTp0M/YgSXHBORWzwKKsuWLcP69euxYcMGAM7f6Nvb2/HUU0/huuuu82qBgcbfe6goRo0aBQB+CypN7e2w2u0AtDWi0nNPGVmWeTHsh9TU5JzeqawEDAbos7KcJxiHh3vtNeSODtjz8iBWV0OflgbjlCkebQBHRKHLo6Dy0ksv4ZprrsH48ePR1dWF2267DUVFRRg6dCjefvttb9cYUNToUQGcIyoAUFJS4pfXU6Z9EqKjYfbT6iZ3ZGRkQKfToaurCzU1NUhJSVG7JE2RZRlSTY0zoNTXQxcZCcPkyc4RDi+utpFl2XnOz9GjgNEI05w50Kemeu35iSh0ePQvU3p6OvLz8/H3v/8d+fn5aG9vxz333IOVK1ci3Iu/jQWimuZmAP6fDvH3iIoWp30AwGg0Ij09HaWlpTh9+jSDSjdZFCGWlTlPMG5rgy4+3rnra0qK1xtZpdZW2A8fhtTYCENWFgwTJnDjNiLy2ICDit1uR05ODj766COsXLkSK1eu9EVdAcnS1YXWjg4AwDCVgsrp06chiiL0er1PX09Z8aOlaR/FqFGjUFpaiuLiYsybN0/tclQlW62uE4xhs0GXmgrz9OnQ+WBqUhZFOE6dgnjqFITISJgXLoROA6dqE1FgG3BQMRqN6Orq8kUtAa+mezokMiwM0X4eWUpPT4fRaITNZkNlZSUyMjJ8+npVGg4q2dnZ+Pzzz/02uqRFUlvb+ROMBeH8CcY+WmUjNTbCfvgw5PZ26MeMgSEnB4KPwzIRhQaPxnxXr16NF154AQ6Hw9v1BDQlqAwbMsTvTZwGg8G1Q60/+lS0ds5PT8ry7KKiIpUr8S9ZliE1NMC2Zw9s27ZBrKqCIScH5muugXHaNJ+EFNluhz0vD7YdOwCDAaZFi2CcMIEhhYi8xqMelQMHDmD79u3YunUrJk2ahMhvbKMdqqcnKxdvf0/7KLKzs1FUVITi4mJcddVVPn0tLW72pgi1oCJLEqSqKmeD7Llz0MXEwDBtmvMEYx8GBrG6Gva8PMBmczbkZmVx4zYi8jqPgsqQIUPwH//xH96uJeDVqDzKoPSp+GNERctTPz2DSjAvUZbtdoilpc4N2iwW6BMTYZo3D7rkZJ++Z7mrC/YjRyCWl0OfnAzDtGmDPvOHiKgvHgUVnqR8cTUaGFEB/LPyx3UgoQaDSlZWFgRBQFtbG+rr65EUZCfxyh0dcJw+7TzBWBShS0uDYfZsn5+VI8sypLIy2I8cAQQBppkzndvqB2kQJCJt4OnJXqT21I+/RlQcoohaZRm2BoNKWFgY0tPTUVZWhqKioqAJKlJLCxyFhZAqKgC9HvrMTOcGbRERvn9tiwWO3FyItbXQZ2TAOGkSN24jIr/g6cleVKPy2Tc9R1R8OeVR19ICSZKg1+mQFBPjk9cYrNGjR7uCSiAvUZZlGVJtrXMFT20thIgI50F+I0dC8MNGe7IkQSwpgeP4ccBkgmnePOiHDfP56xIRKXh6shf1XPWjhszMTNdxBr6c8lAaaZOHDPH5fi2eys7Oxvbt2wN2ibIsihArKpwbtLW0OE8wnjULuuHD/dawKjU3O5ccNzdDP2qUc+M2L+5eS0TkDp6e7EVqT/2YzWakpaWhvLwcxcXFPgsqWm6kVQTqyh/ZZnNu0Hb6tPME45QUmKZMgW7oUL/1gsiiCMeJExCLiiBERcG0cKFPNogjInIHT0/2kk6rFc0WCwB1L+DZ2dkoLy9HSUkJ5s6d65PX0PIeKopACyqSxeKc3jl7FpDl8ycY+3lqTayvhyM3F7LFAkNODvRjx3LJMRGpiqcne4nSXBpmMiHWD82NfcnOzsYXX3zh0wu02r047vBXv85gSY2Nzv1PqqoAkwn60aNhyMrye6OqbLPBcfQoHGfOQDd0qPMcII32HxFRaPEoqLz88su4+uqreXpyD9Uq7krb09ixYwEAp06d8tlrKKEsWaVeHHf0XKJcV1eH5ORktUtykSXp/AnGDQ3QRUfDMHWqc4M2FXpAxMpK2PPzAYcDxqlTnRu3aTTYEVHo8ehfxbS0NOTn52Pz5s04cuQIT0+GdkYZGFScwsLCkJGRgdLSUhQVFWkiqMgOB8TSUojFxZDa250jF3PmOE8wViEYyJ2dsOfnQ6yshD4lBcapU/2y1JmIaCA8/vXNYDDg9ttv92YtAU3tFT8KJagUFhZCkiTofNBfEAhBBXBO/yinKM+fP1+1OuSurvMbtNls0A0fDvOMGao1qMqyDPHsWTgKCgCdDqbZs52riTiKQkQa5FFQ+ctf/tLvz7/73e96VEwgU3vFjyIzMxNGoxGdnZ2oqKjwySnKgRJURo8eje3bt6vWUCu1tkIsKoJYXu48wXjkSGeDrIrbzUttbbDn5kKqr4dh5EgYJk2C8I3Ve0REWuLxPio92e12dHR0wGQyISIiIiSDitrb5ysMBgNGjRqFkydP4tSpU14PKrIsu4KK2qNHl6LGyh9ZliHV1ztX8FRXQwgPh2HcOOgzM1UNBLIkQSwqguPECQhhYTAtWAB9kOzYS0TBzaOg0tR9Ue6pqKgI999/Px577LFBFxWItNKjAjinf5SgsnTpUq8+d1N7O+wOBwAgKUCCSmFhoc9fS5YkSJWVzi3um5uhi42FccYM6NPTVV/eKzU1OTdua2lxrioaN44btxFRwPDav1ajR4/G888/j9tvvx0nT5701tMGjGqN9KgAvm2oVUZT4qKiYPbDFu6DMW7cOADOz0EURZ/soivb7RDPnIGjpARyRwf0yckwzZ8PXVKS6j0fssNxfuO22FiYrrrK5wcXEhF5m1d/rTIYDKiqqvLmUwYMrUz9AL4NKnUtLQC0358COHdKNplM6OrqQllZGTIzM7323HJHBxwlJRDPnHGeYJyeDsPo0dDFxnrtNQZDrKuD4/BhyF1dMEyYAP3o0aqP7BARecKjoPLhhx/2+l6WZVRXV+N3v/tdQB8A5ymr3Y7GtjYA2pn6AXw7opKkkQtyfwwGA8aMGYOjR4/ixIkTXgkqUlOTc/+TykrnCcZZWc4TjDWyLF+22WA/cgRiaSl0iYkwzZsHXYjuFk1EwcGjoHLDDTf0+l4QBCQmJmLRokV4+eWXvVFXQFEu3iaDAfFRUeoWg/NBpaysDB0dHYjw4t4Ytd0jR4EwogIAOTk5OHr0KE6ePOnxrsmyLEOqqXGu4KmvhxAZCcOkSc4TjDXS6yHLMqSKCufGbZIE42WXOevjkmMiCnAen/VD59X0uHhr4cIwdOhQxMfH49y5cygqKsKUKVO89tyBsjRZkZOTAwAe9U3JogixrMy5QVtrK3Tx8c49R1JTNTWNInd0wJ6XB7G6Gvrhw2GcMkUzIzxERIOljV8HA1yNBi/eY8eOxZ49e3Dq1KmQDipKQ+2JEyfcfoxstTpPMC4pcW7QlpIC87RpEBISNBFEFbIsO+s8dgwwGGCaMwf61FS1yyIi8iqPgsojjzzi9n1/9atfefISAaVOgxfvnkHFm1xBRQNNw+4YyIiK1Nbm3P+krMx5gvGIEc4N2jTY4yG1tsJ++DCkxkYYsrJgmDCBG7cRUVDyKKjk5uYiNzcXdru915bter0el112met+Wvrt05eUlTBa2lfEVw21gTaionwODQ0NaGhowNChQ3v9XJZlyMoJxtXVgMkEw5gxzoP5zGY1Su6XLEkQT52C4+RJCJGRMC9cCN033hMRUTDxKKisWLEC0dHR2LRpE+K6f7NuamrCXXfdhQULFuBHP/qRV4vUujoNroRhUHGKjIxERkYGysrKcPLkSdeZP7IkQaqudm7Qdu6c8wTjadOcJxj7YL8Vb5AaG50bt7W3Qz9mDAw5OZqtlYjIWzwKKi+//DK2bt3qCikAEBcXh2effRbLli0LvaCiwRGVnlMesix7ZXRLFEU0dC/DDpSgAjj7VMrKynDixAnMu/xyiGfPOhtkLRbnEt65c6EbNkyzI4Cy3Q7H8eMQS0ogxMXBtGiRZvZrISLyNY+CSmtrK+rr6y+4vb6+Hm3dF7JQ4upR0dDFIzs7G0ajEe3t7SgrK8OIESMG/Zz1ra2uE5mHarBvoy85OTn4evt2dOXnw/rxx4DD4TzBePZsze/UKtbUwJ6bC9hsziXRo0ZpasUREZGveRRUvvOd7+Cuu+7Cyy+/jFmzZgEA9u3bh8ceeww33nijVwsMBFocUTEajRg7diyOHj2KY8eOeSWoKNM+Q2NifLIdvS9ILS1YnJgIY04OjFVV0I8YAUN2NgQv7i3jC3JXl3PjtvJy6JOTYZg2TdVTl4mI1OJRUHn99dfx6KOP4rbbboPdbnc+kcGAe+65By+++KJXCwwErqCioREVAJgwYYIrqHi62VlPgdKfIssypLo65wZttbXIionBszU1+GdHB34webLa5fVLlmVIZWWwFxQAsgzTjBnQZWRodlqKiMjXPAoqERER+P3vf48XX3wRJSUlAIBRo0YhMgR/4+uy2dDa0QFAWyMqgDOoAMCxY8e88nxaCiqOU6cgtbbCNHOm6zZZkiCVlztX8LS0QDdkCEyzZmGowYD9Dz4IobERnZ2dCNfoZmiSxQJHbi7E2lro09NhnDwZQliY2mUREanKo6DS0tICURQRHx+PyT1+Qz137hwMBgNiYmK8VqDWKaMpJoMBsRqbTvBVUFH7hGixogL2o0dhnDQJgPN8G9cJxp2d0A8bBtPkydAlJkIQBCTJMuLi4tDU1ITCwkKvboDnDbIkQSwpgeP4ccBkgmnePOiHDVO7LCIiTfCoK++WW27B5s2bL7h9y5YtuOWWWwZdVCBxHdKnke3ze1KCyvHjx71y7IEWRlSk5mbYDx2CPj0dQmoq7N0Nso7jx6FPToZ56VLnhT4pyfXfQxAEjB8/HgBw9OhR1Wq/GKmlBbYdO+AoKIB+5EiYlyxhSCEi6sGjoLJv3z5cddVVF9x+5ZVXYt++fYMuKpBotT8FcE7HmUwmdHR0oLS0dNDPp/YOvHJXF2x79wI6HWSHA/atWyGWlUGfnQ3ztdfCOH06dH2M5k3qHn3RSlCRRRH2Y8dg+/xzwOGAaeFC5xk9RqPapRERaYpHQcVqtcLhcFxwu91uR2dnp0eFPP/88xAEAQ899JBHj1eLFjd7UxgMBtd+Kt6Y/lFzREUSRVi3bnX2prS1QW5thWHKFGdAmTDhkr0cEydOBAAUFBT4o9x+SQ0NsG3fDrGwEIacHJgWL4YuIUHtsoiINMmjoDJr1ixs2LDhgttff/11TJ8+fcDPd+DAAfzv//5vr36XQKHFpck9ebNPRc2gIh4/DvuRI4AoAjYb5PZ2OAoKYP34Y1g/+wzyRYJzT1oYUZFtNthzc2HdscPZi7J4MQzjxnFfFCKifnjUTPvss89iyZIlyM/Px+LFiwEA27dvx4EDB7B169YBPVd7eztWrlyJN954A88++2y/97VarbBara7vW1tbB168l2l5RAWAqzfDm0FFjVCmHz8e4dHRzoP3RBGyKAIOhzO4GAzAJS72yohKaWkpWltb/d7wLVZVwZ6XB9jtME6d6jxLSGM9TUREWuTRr3Lz5s3Dnj17kJaWhi1btuCf//wnsrOzceTIESxYsGBAz7V69WosX74cS5YsueR9161bh9jYWNdXenq6J+V7lTKiooUluxfjrREVq92OZosFgDqhTKfXwzByJPSpqdCnp8MwciQM2dkwjB0Lgxu7tcbHxyM1NRWA91ZBuUPu7IRt717Y9uyBbsgQmJcuddbLkEJE5BaPRlQAYOrUqXjrrbcG9eKbN2/G4cOHceDAAbfuv3btWjzyyCOu71tbW1UPK1ofUVGCyokTJ1zb33uivjuQGQ0GxEVFea0+f5o4cSKqqqpQUFCAOXPm+PS1ZFmGePYsHAUFgE4H06xZ0KWlMaAQEQ2Qx5PjJSUlePLJJ3Hbbbehrq4OAPDxxx+7/dtqeXk51qxZgzfffBNhbm5qZTabERMT0+tLbVrvURk1ahTMZjM6Oztx5swZj5+nvnuabWhMTMBebP3VpyK1t8O+cyfshw9Dl5oK89KlzuXUAfq5ERGpyaOgsmPHDkyaNAn79u3DP/7xD7S3twMA8vPz8dRTT7n1HIcOHUJdXR0uu+wyGAwGGAwG7NixA7/97W9hMBggiqInpfmdlpcnA4Ber3et/BnMBVoZUUnUQDj0lK+DiixJcJw6Bdtnn0Hu6IBpwQKYZsyAYDb75PWIiEKBR0HliSeewLPPPott27bBZDK5bl+0aBH27t3r1nMsXrwYBQUFyMvLc33NmDEDK1euRF5eXkAcemez29HUHdK0OqICwLWa6siRIx4/R73GA5k7ei5RlmXZq88tNTXB9sUXcBw7Bv2oUTAtWQJ9UpJXX4OIKBR51KNSUFBw0f6UpKQkNDQ0uPUc0dHRrguHIjIyEgkJCRfcrlV13dMhBr0ecRo+52jKlCn461//ivz8fI+fQwkqQwN4RGX8+PEQBAENDQ2oq6tDcnLyoJ9TdjjgOHECYlERhNhYmK66Crq4OC9US0REgIcjKkOGDEF1dfUFt+fm5mL48OGDLipQKI20ibGxHjep+oNyts1ggkpDdyhLDOARlfDwcGRnZwPwzsZvYl0dbJ99BrGkBIYJExhSiIh8wOOzfh5//HHU1NRAEARIkoSvv/4ajz76KL773e96XMyXX36J9evXe/x4f9N6f4pCCSolJSVoa2vz6DnqgiCoAN7pU5FtNtgPHYJt504gIsK5cdvYsdy4jYjIBzz6l/W5555DTk4O0tPT0d7ejvHjx2PBggWYO3cunnzySW/XqFlaX5qsSExMRGpqKmRZ9ngkIRiaaYHzQcWTz0GWZYgVFbBu3QqxshLGyy6DacEC6KKjvV0mERF186hHxWQy4Y033sDPfvYzFBQUwGKxYNq0aa5h9VCh9c3eepoyZQqqqqqQn5+PuXPnDvjxrh4VjYeyS1GCykCnweSODtjz8iBWV0M/fLjzAMHwcF+USEREPXi84dsf//hH/PrXv0ZRUREAYPTo0XjooYdw7733eq04rQuUERXAGVQ+/vhjj/tUXD0qAT6iMm3aNADOERW73Q7jJU4rlmUZ4unTcBw7BhgMMF1+OfQh1IdFRKQ2j4LKz372M/zqV7/CD3/4Q9cOn3v27MHDDz+MsrIy/PznP/dqkVql9c3eehpMQ60sy0GxPBkAMjMzERsbi5aWFpw4caLfgzCl1lbYc3MhNTTAkJkJw8SJzrOGiIjIbzwKKq+99hreeOMN3Hrrra7brr/+ekyePBk//OEPQyaouPo2AuDiPXXqVADOkYSBbqVv6epCp80GIDDea38EQcDUqVOxY8cO5ObmXjSoyJIE8dQpOE6ehBAZCdMVV0CfmKhCtURE5FEzrd1ux4wZMy64ffr06XA4HIMuKlA09NhWXutGjx6N8PBwWCwWlJSUDOixyvsMN5kQ6eZxB1qmTP8cPnz4gp9JjY2wbd8Ox8mT0I8eDdOiRQwpREQq8iio3HHHHXjttdcuuH3Dhg1YuXLloIsKFPUBFFT0er1rI728vLwBPbYugEaO3KEEldzcXNdtssMBe34+bDt2AHo9TFddBePEiRAMHrdxERGRF7j9r3DPU4sFQcAf/vAHbN26FZdffjkAYN++fSgrKxvUPiqBRJZlNHbvSRIoDaZTpkzBgQMHkJ+fj5tuusntx9UHyR4qCiWo5OXlQZIkyHV1sOfmAjYbDJMmQT9qFPdEISLSCLeDSs/fPgHnNA8A1zTC0KFDMXToULdPTw50LR0dsHdPcwXCiArgeUNtMGyf31NOTg7MZjPEjg5UfPQREu126JOTYZg2DToNH4VARBSK3A4qX3zxhS/rCDhK30ZUWBjCAmQlyGWXXQbg4r0Z/QmG7fN7MhgMuH7GDKQ0NaH26FEMX7kSuowMCIKgdmlERPQNHN/2UEMAjjJMnToVOp0OVVVVqKqqcvtxrqXJAfRe+yJZLLB//TVuys7GmbY2fNTaCv2IEQwpREQaxaDioYbu/pRACioREREYP348AODQoUNuPy6QlmH3RZYkOIqLYfvsM0itrbBOnox/lpdj/yAOaiQiIt9jUPFQIC1N7klZVn7w4EG3HxOo71UhtbTAtmMHHEeOQD9iBMxLlyK7+xiBb/ZeERGRtjCoeChQL96eBJVAXZ4siyLsx47B9vnngMMB08KFME6dCsFoxOTJk6HT6VBbWzugaTAiIvIvBhUPBUNQkWXZrccE4vJkqaEBtu3bIRYWQj92LEyLFkGXkOD6eUREBMaNGwdgYNNgRETkXwwqHgrEZloAmDx5MgwGA+rq6lBeXn7J+8uyHFCrfmSbDfbcXFh37ACMRpgWLYJx/HgIev0F9501axYAYP/+/f4uk4iI3MSg4qFA2pW2p/DwcNcOte5M//TcL0brG9uJVVWwfvYZxLIyGKdOhWnhQuj6CVcMKkRE2seg4qFAnfoBBtanoqz4iYmIgNlo9GldnpK7umDbtw+2PXugi42FeelSGNzYXbZnUHF3GoyIiPyLQcVDoRZUtDiaIssyHGfPwrp1K6T6ephmzYJx7lwIERFuPX7SpEkICwtDc3MziouLfVwtERF5gkHFQ4HUt/FNA2mo1eqKH6m9HfadO2E/dAi61FSYly6FPj19QBu3GY1G1269nP4hItImBhUPWLq60GmzAQjMEZWJEyfCZDKhqakJp0+f7ve+Whs5kiUJjsJC58ZtHR0wzZ8P04wZEMxmj55Pmf7Zt2+fN8skIiIvYVDxgHLxNhuNiAoLU7magTObza4DCi91gdbSgYRSUxNsX3wBx9Gj0GdlwbxkCfTJyYN6TjbUEhFpG4OKB3qu+AnUM2LmzJkDANizZ0+/92vUwFEBssMBe0EBbF9+CcgyTFdeCePkyRAMbp+p2SclqOTm5sLWPUpGRETawaDiAa1Nh3jC3aByTuWgItbVOTduKymBYdw458Zt8fFee/6srCzEx8fDZrPhyJEjXnteIiLyDgYVD7gaaYMgqOTn56Ojo6PP+ymHLyZER/ulLoUsirAfOgTbzp1AWBhMixfDkJNzySXHAyUIAqd/iIg0jEHFA8qutP6+eHtTRkYGUlNT4XA4+l2m3NgdyuL99F5lWYbU2grx9GmIlZUwXnYZTFdcAZ0PX58NtURE2sWg4gHX1I/GluwOhCAIrlGV3bt393m/Rj+OqMh2O6TKSkiVlRDCw50bt2Vm+rwPyJ3PgYiI1MGg4oFA3T7/m9zpU/FHM60sy5CamiCePg25sxO64cOhT0uDEB7us9fsac6cORAEAcXFxaitrfXLaxIRkXsYVDyghZUw3tAzqFxs47cumw2Wri4AvhtRka1WSGVlkGpqIMTEQJ+VBZ2fP9fY2FhMmjQJAPD111/79bWJiKh/DCoeCIZVPwBw2WWXwWg0or6+/qIbvymBzKDXI8bNbendJcsypIYGiGfOQHY4oM/IgD4l5aKnHPvDvHnzAAC7du1S5fWJiOjiGFQ8EAyrfgAgLCzMtYX8xaZ/lKASHx3t1T4RubMT0pkzkBoaoIuPhz4zE0JkpNee3xPz588HwBEVIiKtYVDxQLCMqADA3LlzAVy8kVRZ8TPUS9M+siRBqq2FePYsIAjQjxwJXVKS15cce0IZUTl8+DAsFovK1RARkUL9K0SAsdrtaO3edyQYgopygd65c+cFP/Pmih+5vR3i6dOQmpuhS0qCbuRICBo6fiAjIwPDhw+Hw+HgfipERBrCoDJAysVbr9NhiMrTFd6wYMECAMDRo0fR0NDQ62fKyFHCIAKZ7HBArKqCWF4OwWSCPjMTuoQEzR09IAgCp3+IiDSIQWWAXBugRUVBp4Epi8FKSkrCuHHjAFw4qjKYERVZliG1tDiXHLe3Q5eSAl16OgSTafBF+wgbaomItCfwr7R+dq69HYD/dmr1h4ULFwIAvvrqq163K+f8DHRERbbZIFVUQKqqghAZ6VxyPGSI5kZRvkkZUdm9ezdEUVS5GiIiAhhUBuxcj5UwwUIJKjt27Oh1u2tEJSrKreeRZRnSuXPOJcddXdClpUE/fLhXTjn2h0mTJiE6OhptbW08oJCISCMYVAbItWTXzYt3IFCCSl5eHpqbm123Nw6gR0W2WiGVlkKqrYUQG+scRQmwMGcwGFw9O1988YXK1RAREcCgMmDBOKKSkpKC0aNHQ5blXv0Z7pycLEsSpPp6iGfOAJIE/YgR0A8bptrGbYN11VVXAQA+//xzlSshIiKAQWXAlB6VQD45+WIuNv3TeIkeFbmjw7lxW2MjdAkJziXHXt7B1t8WLVoEwNmv43A4VK6GiIgYVAYoGEdUAOCKK64A8I2g0seGb7IoQqypgVhaCuj1ziXHiYma2LhtsKZMmYK4uDi0tbXh0KFDapdDRBTyAv/K4mfB2KMCnB9ROXz4MFpbW9HR0YFOmw1A71AmtbU5lxy3tECXnAzdiBEQzGZVavYFvV6PK6+8EgCnf4iItIBBZYCCdUQlIyMDWVlZEEURO3bsQGNjIwDAaDAgOjzcuXFbZSWkigoIYWHOZtn4eM0vOfYE+1SIiLSDQWWAgrVHBQCWLl0KANi2bZtrl9qE6GjIysZtFgt0qanQpaVBMBrVLNWnlD6Vr7/+GlarVeVqiIhCG4PKAAXriApwYVAZYjJh5ahRkKqrIURFOUdRYmODchSlp/HjxyMpKQmdnZ3Yt2+f2uUQEYU0BpUBkCQJTd0n6wZjUFm0aBF0Oh1OnTyJqq+/xj2jRyMlKgr69HToU1MDZuO2wRIEgdM/REQawaAyAM0WCyRJAuD+bq2BJC4uDssuvxyrsrPRtHs3cs+dwz6rFUIQvtdLWbx4MQDn6BIREamHQWUAlP6UqLAwmIKsR0N2OGA/ehQPTJsGnSDgl7t24fPqasQG4ciRO66++moAwN69e9HU1KRyNUREoYtBZQCCtT9FrKuDbft2iEVFGLZgAf5cXIzqzk4Awdk07I6MjAyMHz8ekiThs88+U7scIqKQxaAyAI1ubCkfSGSbDfZDh2DbuRMIC4NpyRJMvvFGRERGuu4zdIAnJweTa665BgDwySefqFwJEVHoYlAZgHNBFFTEykpYt22DWFkJ47RpMF1xBXTR0TAaja4Nz4DgeK+euvbaawE4g4osyypXQ0QUmhhUBiAYpn7kjg7Y9uyBbe9e6OLjYV6yBIasrF5LjpctW+b6szsnJwer+fPnIyIiAlVVVSgoKFC7HCKikMSgMgANARxUZFmG4/RpWD/7DNK5czBdfjmMl19+0UMElZEEAIgOC/NnmZoSFhbmWqbM6R8iInUwqAzAuQA950dqa4Ptq69gz82FfvhwmJcuhX748D43bsvOzsayZcuQGh+PiSNG+LlabWGfChGRukJjBy8vCbQeFVmSIBYWwnHyJITwcJgWLIA+Kcmtx/773/+G9b33gn4X2ktRgsquXbvQ1taG6AD5b09EFCw4ojIAyj4qgTD1I507B9vnn8Nx4gT02dkwLV7sdkgBnKcIh3pIAZyjS6NHj4bdbueoChGRChhUBiAQmmllhwP2I0dg+/JLQBBguvJKGCdODJnt733hhhtuAAB88MEH6hZCRBSCGFQGoFHjPSpibS2sn30G8cwZGCZOhOmqq6CLi1O7rICnBJWPPvoIdrtd3WKIiEIMg8oAKFM/avaoyJIE+5EjkFpbz99mtcJ24ABsu3ZBFxEB0+LFMIwZA0HH/7zeMHv2bCQlJaGlpQU7duxQuxwiopDCK5mbOqxWdNlsANSd+hHPnoWjqAgQRciyDLG8HNZt2yBVV8M4fTqMCxZAp9ERn0Cl1+tx/fXXAwDef/99dYshIgoxDCpuUvpTDHo9osPDValBtlrhOHYMhpEjIZjNsO/eDdv+/dAlJsK8bJnzdjbA+kTPPhXuUktE5D8MKm5q7NFIq1YYcBw7BlmSgIgI5yhKSwtMc+bANHs2hBDemM0fFi9ejMjISFRUVODw4cNql0NEFDIYVNzk2kNFpWkVqakJjpMnAasVjuPHoc/IgHnJEuiGDVOlnlATFhbm2lPlvffeU7kaIqLQoWpQWbduHWbOnIno6GgkJSXhhhtuwKlTp9QsqU9q7qEiyzKsn3wC8exZyK2tECIiIDU0wPrJJ7C+/z7E2lq/1xSKbrzxRgDAli1bOP1DROQnqgaVHTt2YPXq1di7dy+2bdsGu92OZcuWwWKxqFnWRTWquIeKbLNBrKmBLiUF+sxM6OLioEtKgiEnB8aZM6FLTPR7TaHo+uuvR3h4OIqKipCXl6d2OUREIUHVXcC+udPnn//8ZyQlJeHQoUO44oorVKrq4tTc7E1nNiPq4Yf9/rrUW1RUFJYvX453330XmzdvxrRp09QuiYgo6GmqR6WlpQUAEB8ff9GfW61WtLa29vrylyZlDxUu/Q1pt9xyCwBg8+bNnP4hIvIDzQQVSZLw0EMPYd68eZg4ceJF77Nu3TrExsa6vtLT0/1WX1P3dNQQBpWQdt111yEqKgplZWXYu3ev2uUQEQU9zQSV1atX4+jRo9i8eXOf91m7di1aWlpcX+Xl5X6rr7l7RGVIZKTfXpO0Jzw83LWnyt///nd1iyEiCgGaCCoPPPAAPvroI3zxxRdIS0vr835msxkxMTG9vvxFmfrR6jk/5D/K9M+WLVsgiqLK1RARBTdVg4osy3jggQfw3nvv4fPPP0dmZqaa5fSrmVM/1G3p0qWIj49HdXU1tm/frnY5RERBTdWgsnr1avztb3/DW2+9hejoaNTU1KCmpgadnZ1qlnVRTZz6oW4mkwm33XYbAGDjxo0qV0NEFNxUDSqvvfYaWlpacOWVVyIlJcX1pcW5fyWoxHFEhQDcddddAJy71DY1NalcDRFR8FJ96udiX3feeaeaZV3Aarejs/vkZAYVAoBp06Zh0qRJsFqt/TaAExHR4GiimVbrlNEUQRAQo9LJyaQtgiC4RlU4/UNE5DsMKm7o2Z+i0/EjI6eVK1fCYDDgwIEDOHbsmNrlEBEFJV513aCs+OG0D/WUlJSE5cuXAwD++Mc/qlwNEVFwYlBxA1f8UF/uu+8+AM7pn46ODpWrISIKPgwqbnCt+GFQoW+45pprkJmZiebmZrz99ttql0NEFHQYVNzAqR/qi16vxw9+8AMAwKuvvsqDComIvIxBxQ2uqR8GFbqIu+++G2azGbm5udi3b5/a5RARBRUGFTe4ts/n1A9dxNChQ13n/7z66qsqV0NEFFwYVNzAAwnpUlavXg3AeVBhTU2NytUQEQUPBhU3cOqHLmXmzJmYM2cObDYbXnnlFbXLISIKGgwqbuDUD7njxz/+MQDg97//Pdra2lSuhogoODCouIFTP+SO66+/HmPGjEFzczP+8Ic/qF0OEVFQYFBxQ5MyosKgQv3Q6XR49NFHAQC//vWvYbfbVa6IiCjwMahcgizLaOaGb+SmO+64A8nJySgvL+epykREXsCgcgkdVitsDgcAbvhGlxYWFoaHHnoIAPDss8/C0f13h4iIPMOgcgnKtI9Br0dkWJjK1VAgWL16NRISElBYWIi33npL7XKIiAIag8ol9Jz2EQRB5WooEERHR+Oxxx4DAPz85z/nqAoR0SAwqFyC60BCTvvQAKxevRqJiYkoKSnBX//6V7XLISIKWAwql8AVP+SJqKgoPP744wCcoypWq1XlioiIAhODyiUoUz/c7I0G6v7770dKSgrOnj3LM4CIiDzEoHIJ3OyNPBUREYFnnnkGAPDMM8+gsbFR5YqIiAIPg8olcOqHBuPOO+/E5MmT0dzc7AotRETkPgaVS+DUDw2GXq/HSy+9BAB49dVXUVhYqHJFRESBhUHlEpq4Ky0N0tKlS3HdddfB4XBgzZo1kGVZ7ZKIiAIGg8olKFM/cdHRKldCgezXv/41TCYTPvnkE/zjH/9QuxwiooDBoHIJnPohbxgzZgzWrl0LAFizZg1aW1tVroiIKDAwqFwCp37IW5544glkZ2ejqqoKP/3pT9Uuh4goIDCoXEIzV/2Ql4SFhbn2U3nllVewe/dulSsiItI+BpV+yLKMlo4OAJz6Ie9YtmwZVq1aBVmWsWrVKli6gzAREV0cg0o/OqxWOEQRAIMKec/69euRlpaG4uJiPPHEE2qXQ0SkaQwq/VCmfQx6PSLMZpWroWAxZMgQ/PGPfwQA/O53v8O2bdtUroiISLsYVPqhTPvERkRAEASVq6FgsmzZMtx///0AgNtvvx3V1dUqV0REpE0MKv1o6R5RieW0D/nAyy+/jEmTJqGurg633XYbxO5pRiIiOo9BpR89R1SIvC08PBzvvPMOoqKi8OWXX+Lpp59WuyQiIs1hUOmHMqLCRlrylbFjx2LDhg0AgGeffRYfffSRyhUREWkLg0o/lGbaGI6okA/deuutuP/++yHLMm699VYcOXJE7ZKIiDSDQaUf7FEhf/nNb36DRYsWob29HStWrEBtba3aJRERaQKDSj9audkb+YnRaMQ777yD0aNHo6ysDN/+9rfR0f33j4golDGo9KO5+0LBqR/yh/j4eHz00UeIi4vDvn37cOONN8Jms6ldFhGRqhhU+uFqpmVQIT8ZM2YMPvroI0RERODTTz/FypUr4XA41C6LiEg1DCr9YI8KqWHu3Ll4//33YTKZ8O677+Lee+/lHitEFLIYVPrh2keFQYX8bOnSpdi8eTP0ej02bdqEO+64A3a7Xe2yiIj8jkGlH64RFU79kAq+853vYPPmzTAYDHj77bdx0003oaurS+2yiIj8ikGlH80cUSGV/ed//ifef/99mM1mfPDBB7juuuvQ1NSkdllERH7DoNIP7kxLWrB8+XJ8/PHHiIqKwhdffIG5c+eipKRE7bKIiPyCQaUPXV1dsHb3BHDqh9R21VVXYdeuXUhLS8PJkycxe/ZsfPXVV2qXRUTkcwwqfWhpaQEACIKA6PBwlashAqZMmYL9+/dj+vTpaGxsxKJFi/D8889DkiS1SyMi8hkGlT40NzcDAGLCw6HT8WMibUhJScGOHTtwxx13QBRFrF27FitWrEBjY6PapRER+QSvwH1QggobaUlrIiMjsWnTJrzxxhsICwvDv//9b0yaNIknLxNRUGJQ6QODCmmZIAi49957sXfvXowdOxbV1dVYsWIFVq1axVVBRBRUGFT6oPSosJGWtGzKlCnIzc3Fo48+CkEQ8Je//AXjxo3Dpk2b2LtCREGBQaUPrhEVBhXSuPDwcLz44ovYtWsXxo4di9raWtx5552YP38+Dh48qHZ5RESDwqDSByWocA8VChRz585Ffn4+nn/+eURGRmLPnj2YOXMmbr75Zpw4cULt8oiIPMKg0gf2qFAgMpvNePzxx1FYWIjbb78dALBlyxZMnDgRq1atQlFRkcoVEhENDINKH5QelRhO/VAASk1NxV//+lfk5+fjhhtugCRJ+Mtf/oKxY8fihhtuwM6dOyHLstplEhFdEoNKHzj1Q8Fg8uTJeO+997B//34sX74csizjgw8+wBVXXIFZs2bhjTfeQFtbm9plEhH1iUGlD2ympWAyc+ZMfPTRRzh+/Djuu+8+mM1mHDx4EN/73veQkpKCu+++G7t27eJKISLSHAaVPrBHhYLRuHHjsGHDBpSVleGXv/wlxowZA4vFgo0bN2LBggXIyMjAmjVrGFqISDMYVPrAfVQomCUlJeGxxx7DyZMnsXPnTtx5552Ijo5GZWUlfvvb32LBggVIS0vDPffcgy1btuDcuXNql0xEIYpBpQ8cUaFQIAgC5s+fj40bN6Kurg4ffvgh7rjjDsTExKC6uhp/+tOfcPPNNyMxMRGXX345fvrTn+KTTz5xBXkiIl8zqF2AVrGZlkJNWFgYVqxYgRUrVsBqtWLHjh349NNP8emnn+LYsWPYt28f9u3bB8AZcCZOnIh58+bh8ssvx9SpUzF+/HgYjUaV3wURBRtBDuA1iq2trYiNjUVLSwtiYmK89rx2ux0mkwkAUL5xIxKio7323AMR/h//ocrrKjr/8Q9VX1/t90/nlZeXY+vWrfjqq6/w9ddfo6Sk5IL7mEwmTJgwAVOnTsWUKVOQk5ODMWPGICMjA3q9XoWqiUirBnL95ojKRfQc1o4JD1exEiJtSE9Pxz333IN77rkHAFBTU4Pdu3fj66+/xqFDh5CXl4eWlhbk5uYiNze312PNZjNGjx6NMWPGYMyYMRgxYgQyMjJcX978JYOIgo8mgsqrr76KF198ETU1NZgyZQpeeeUVzJo1S7V6lKASGRYGo0ETHxGRpgwbNgw33ngjbrzxRgCALMs4e/Ys8vLykJeXhyNHjqCwsBDFxcWwWq04evQojh49etHnio2NRUZGBtLS0pCcnIykpCQkJyf3+nNSUhISEhI4tUQUglS/Cv/973/HI488gtdffx2zZ8/G+vXrcfXVV+PUqVNISkpSpSbuoUI0MIIgIDMzE5mZmfjOd77jul0URZSWluLUqVMoLCxEUVERysvLUVpairKyMjQ1NaGlpQUFBQUoKCi45OtERkYiLi4OQ4YMwZAhQ3r9eciQIYiNjUVkZCQiIiIQGRl50S/lZyaTCYIg+PJjISIvUD2o/OpXv8J9992Hu+66CwDw+uuv41//+hf+9Kc/4YknnlClJjbSEnmHXq9HVlYWsrKycO21117w87a2Nldwqa6uRm1tLWpra1FXV9frzw0NDZBlGRaLBRaLBRUVFV6pzWw2w2QywWw2u/Vn5X8NBgMMBgP0ev2g/1en00Gn00EQBAiCcNE/++rnPfX8vr+fBfp9L/Y99S8yMhKJiYmqvb6qQcVms+HQoUNYu3at6zadToclS5Zgz549F9zfarXCarW6vm9tbfVJXUpQ4Tk/RL4VHR2N8ePHY/z48f3ez+FwoKWlBc3Nza6vpqamC75vbW11hRmLxYKOjo5e31ssFtjtdgDO0Z6Ojg50dHT4460SBaxbb70Vb731lmqvr2pQaWhogCiKSE5O7nV7cnIyTp48ecH9161bh6efftrnddlsNkRGRnIPFSKNMBgMSEhIQEJCwqCfy263u0KM8suPzWbr9b+Xus3hcEAURa/8ryRJkGXZ9b99/dnbP++p5+LPby4E7e/7QLvvxb7XCq3WBcC1ClYtqk/9DMTatWvxyCOPuL5vbW1Fenq611/n1ltvxa233grLO+94/bmJSF1Go9HV00JE2qdqUBk6dCj0ej1qa2t73V5bW4thw4ZdcH9lvthfdDpu3EtERKQmVa/EJpMJ06dPx/bt2123SZKE7du3Y86cOSpWRkRERFqg+tTPI488glWrVmHGjBmYNWsW1q9fD4vF4loFRERERKFL9aBy8803o76+Hj/72c9QU1ODqVOn4pNPPrmgwZaIiIhCj+pBBQAeeOABPPDAA2qXQURERBrDblEiIiLSLAYVIiIi0iwGFSIiItIsBhUiIiLSLAYVIiIi0iwGFSIiItIsBhUiIiLSLAYVIiIi0iwGFSIiItIsTexM6ylZlgEAra2tPnn+zo4Onzyvu+w+el/uCvX3T0REvqFct5XreH8COqi0tbUBANLT01WuhIiIiAaqra0NsbGx/d5HkN2JMxolSRKqqqoQHR0NQRC8+tytra1IT09HeXk5YmJivPrcgSDU3z/Az4DvP7TfP8DPINTfP+C7z0CWZbS1tSE1NRU6Xf9dKAE9oqLT6ZCWlubT14iJiQnZv6AA3z/Az4DvP7TfP8DPINTfP+Cbz+BSIykKNtMSERGRZjGoEBERkWYxqPTBbDbjqaeegtlsVrsUVYT6+wf4GfD9h/b7B/gZhPr7B7TxGQR0My0REREFN46oEBERkWYxqBAREZFmMagQERGRZjGoEBERkWYxqFzEq6++ipEjRyIsLAyzZ8/G/v371S7Jb7766iusWLECqampEAQB77//vtol+dW6deswc+ZMREdHIykpCTfccANOnTqldll+9dprr2Hy5MmuDZ7mzJmDjz/+WO2yVPP8889DEAQ89NBDapfiF//zP/8DQRB6feXk5Khdlt9VVlbi9ttvR0JCAsLDwzFp0iQcPHhQ7bL8YuTIkRf8HRAEAatXr1alHgaVb/j73/+ORx55BE899RQOHz6MKVOm4Oqrr0ZdXZ3apfmFxWLBlClT8Oqrr6pdiip27NiB1atXY+/evdi2bRvsdjuWLVsGi8Widml+k5aWhueffx6HDh3CwYMHsWjRInz729/GsWPH1C7N7w4cOID//d//xeTJk9Uuxa8mTJiA6upq19euXbvULsmvmpqaMG/ePBiNRnz88cc4fvw4Xn75ZcTFxaldml8cOHCg13//bdu2AQBuuukmdQqSqZdZs2bJq1evdn0viqKcmpoqr1u3TsWq1AFAfu+999QuQ1V1dXUyAHnHjh1ql6KquLg4+Q9/+IPaZfhVW1ubPHr0aHnbtm3ywoUL5TVr1qhdkl889dRT8pQpU9QuQ1WPP/64PH/+fLXL0Iw1a9bIo0aNkiVJUuX1OaLSg81mw6FDh7BkyRLXbTqdDkuWLMGePXtUrIzU0tLSAgCIj49XuRJ1iKKIzZs3w2KxYM6cOWqX41erV6/G8uXLe/17ECqKioqQmpqKrKwsrFy5EmVlZWqX5FcffvghZsyYgZtuuglJSUmYNm0a3njjDbXLUoXNZsPf/vY33H333V4//NddDCo9NDQ0QBRFJCcn97o9OTkZNTU1KlVFapEkCQ899BDmzZuHiRMnql2OXxUUFCAqKgpmsxk/+MEP8N5772H8+PFql+U3mzdvxuHDh7Fu3Tq1S/G72bNn489//jM++eQTvPbaazhz5gwWLFiAtrY2tUvzm9OnT+O1117D6NGj8emnn+L+++/Hgw8+iE2bNqldmt+9//77aG5uxp133qlaDQF9ejKRL61evRpHjx4Nufl5ABg7dizy8vLQ0tKCd999F6tWrcKOHTtCIqyUl5djzZo12LZtG8LCwtQux++uvfZa158nT56M2bNnY8SIEdiyZQvuueceFSvzH0mSMGPGDDz33HMAgGnTpuHo0aN4/fXXsWrVKpWr868//vGPuPbaa5GamqpaDRxR6WHo0KHQ6/Wora3tdXttbS2GDRumUlWkhgceeAAfffQRvvjiC6Slpaldjt+ZTCZkZ2dj+vTpWLduHaZMmYLf/OY3apflF4cOHUJdXR0uu+wyGAwGGAwG7NixA7/97W9hMBggiqLaJfrVkCFDMGbMGBQXF6tdit+kpKRcEMrHjRsXclNgpaWl+Oyzz3DvvfeqWgeDSg8mkwnTp0/H9u3bXbdJkoTt27eH3Px8qJJlGQ888ADee+89fP7558jMzFS7JE2QJAlWq1XtMvxi8eLFKCgoQF5enutrxowZWLlyJfLy8qDX69Uu0a/a29tRUlKClJQUtUvxm3nz5l2wLUFhYSFGjBihUkXq2LhxI5KSkrB8+XJV6+DUzzc88sgjWLVqFWbMmIFZs2Zh/fr1sFgsuOuuu9QuzS/a29t7/eZ05swZ5OXlIT4+HhkZGSpW5h+rV6/GW2+9hQ8++ADR0dGu3qTY2FiEh4erXJ1/rF27Ftdeey0yMjLQ1taGt956C19++SU+/fRTtUvzi+jo6At6kiIjI5GQkBASvUqPPvooVqxYgREjRqCqqgpPPfUU9Ho9br31VrVL85uHH34Yc+fOxXPPPYf/9//+H/bv348NGzZgw4YNapfmN5IkYePGjVi1ahUMBpWjgiprjTTulVdekTMyMmSTySTPmjVL3rt3r9ol+c0XX3whA7jga9WqVWqX5hcXe+8A5I0bN6pdmt/cfffd8ogRI2STySQnJibKixcvlrdu3ap2WaoKpeXJN998s5ySkiKbTCZ5+PDh8s033ywXFxerXZbf/fOf/5QnTpwom81mOScnR96wYYPaJfnVp59+KgOQT506pXYpsiDLsqxORCIiIiLqH3tUiIiISLMYVIiIiEizGFSIiIhIsxhUiIiISLMYVIiIiEizGFSIiIhIsxhUiIiISLMYVIiIiEizGFSISHVXXnklHnroIbXLICINYlAhIiIizWJQISIiIs1iUCEiv7JYLPjud7+LqKgopKSk4OWXX+7187/+9a+YMWMGoqOjMWzYMNx2222oq6sDAMiyjOzsbLz00ku9HpOXlwdBEHqd/E1EwYFBhYj86rHHHsOOHTvwwQcfYOvWrfjyyy9x+PBh18/tdjueeeYZ5Ofn4/3338fZs2dx5513AgAEQcDdd9+NjRs39nrOjRs34oorrkB2drY/3woR+QFPTyYiv2lvb0dCQgL+9re/4aabbgIAnDt3Dmlpafje976H9evXX/CYgwcPYubMmWhra0NUVBSqqqqQkZGB3bt3Y9asWbDb7UhNTcVLL72EVatW+fkdEZGvcUSFiPympKQENpsNs2fPdt0WHx+PsWPHur4/dOgQVqxYgYyMDERHR2PhwoUAgLKyMgBAamoqli9fjj/96U8AgH/+85+wWq2u4ENEwYVBhYg0w2Kx4Oqrr0ZMTAzefPNNHDhwAO+99x4AwGazue537733YvPmzejs7MTGjRtx8803IyIiQq2yiciHGFSIyG9GjRoFo9GIffv2uW5rampCYWEhAODkyZNobGzE888/jwULFiAnJ8fVSNvTddddh8jISLz22mv45JNPcPfdd/vtPRCRfxnULoCIQkdUVBTuuecePPbYY0hISEBSUhJ+8pOfQKdz/s6UkZEBk8mEV155BT/4wQ9w9OhRPPPMMxc8j16vx5133om1a9di9OjRmDNnjr/fChH5CUdUiMivXnzxRSxYsAArVqzAkiVLMH/+fEyfPh0AkJiYiD//+c945513MH78eDz//PMXLEVW3HPPPbDZbLjrrrv8WT4R+RlX/RBRQNq5cycWL16M8vJyJCcnq10OEfkIgwoRBRSr1Yr6+nqsWrUKw4YNw5tvvql2SUTkQ5z6IaKA8vbbb2PEiBFobm7GL3/5S7XLISIf44gKERERaRZHVIiIiEizGFSIiIhIsxhUiIiISLMYVIiIiEizGFSIiIhIsxhUiIiISLMYVIiIiEizGFSIiIhIs/4/as9fEMCJLp0AAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from libra_toolbox.tritium import plotting\n", "import matplotlib.pyplot as plt\n", "\n", "plotting.plot_salt_inventory(my_model, color=\"black\")\n", "plotting.plot_irradiation(my_model, facecolor=\"#EF5B5B\", alpha=0.5)\n", "\n", "\n", "plt.annotate(\n", " \"DT neutron source ON\",\n", " xy=(1.5 * ureg.day, 4 * ureg.Bq),\n", " xytext=(3 * ureg.days, 6 * ureg.Bq),\n", " color=\"#EF5B5B\",\n", " arrowprops=dict(arrowstyle=\"->\", color=\"#EF5B5B\", alpha=0.5),\n", ")\n", "plt.annotate(\n", " \"DT neutron source ON\",\n", " xy=(0.5 * ureg.day, 2 * ureg.Bq),\n", " xytext=(3 * ureg.days, 6 * ureg.Bq),\n", " color=\"#EF5B5B\",\n", " arrowprops=dict(arrowstyle=\"->\", color=\"#EF5B5B\", alpha=0.5),\n", ")\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Release rates\n", "\n", "The release rates $Q_i$ are computed and plotted:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plotting.plot_top_release(my_model, label=\"Top\")\n", "plotting.plot_wall_release(my_model, label=\"Wall\")\n", "plotting.plot_irradiation(my_model, facecolor=\"#EF5B5B\", alpha=0.5)\n", "\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cumulative releases\n", "\n", "It may be interesting to compute the cumulative release because this is what's measured by the bubblers.\n", "\n", "$$\n", "\\int_0^t Q_i dt\n", "$$" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plotting.plot_integrated_top_release(my_model, label=\"Top\")\n", "plotting.plot_integrated_wall_release(my_model, label=\"Wall\")\n", "plotting.plot_irradiation(my_model, facecolor=\"#EF5B5B\", alpha=0.5)\n", "\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### LSC sample activity\n", "\n", "When sampling, a sample of water is taken from the bubblers and its activity is measured in the Liquid Scintillation Counter.\n", "\n", "The activity in the sample therefore depends on the collection volume (the bubbler vial) and the LSC sample volume (ie. how much water from the bubbler is being sampled).\n", "\n", "If we assume that all of the water is replaced in the bubblers at each sampling time, then that means the water activity drops to zero.\n", "\n", "Using `plot_sample_activity_top` we can try and predict what the sample activity is going to be given a list of sampling times." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "replacement_times = [0.5, 1, 1.5, 2, 4] * ureg.day\n", "\n", "plotting.plot_sample_activity_top(my_model, replacement_times=replacement_times)\n", "plotting.plot_irradiation(my_model, facecolor=\"#EF5B5B\", alpha=0.5)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is also possible to change the default collection volume and sample volume:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "for collection_vol in [10, 20, 100] * ureg.mL:\n", " plotting.plot_sample_activity_top(\n", " my_model,\n", " replacement_times=replacement_times,\n", " collection_vol=collection_vol,\n", " label=f\"{collection_vol:~.0f}\",\n", " )\n", "plotting.plot_irradiation(my_model, facecolor=\"#EF5B5B\", alpha=0.5)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The larger the collection volume, the lower the sample activity (for a given sample volume).\n", "It is important to take this into account when designing an experiment and to compare with detectability limits." ] } ], "metadata": { "kernelspec": { "display_name": "libra-toolbox", "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": "3.12.5" } }, "nbformat": 4, "nbformat_minor": 2 }