{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "\n", "from TRIOMA.tools.Extractors.PAV import Component,Fluid,Membrane, Geometry\n", "from TRIOMA.tools.BreedingBlanket import BreedingBlanket\n", "from TRIOMA.tools.Circuit import Circuit\n", "import TRIOMA.tools.materials as materials" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's define a Pipe component. A Component is made of a fluid class, flowing inside the pipe, and a membrane class, which is the pipe. To define a fluid class we can define all properties or use pre-built materials with the set_properties_from_fluid_material method (which takes as input a Fluid material class, here returned by the material.Flibe function).\n", "Component specific properties of the fluid representation, such as Temperature, hydraulic diameter and fluid velocity, are not material independent, so they must be specified by the user. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "T=973.15\n", "d_hyd=25.4E-3\n", "U0=2.5\n", "flibe=Fluid(d_Hyd=d_hyd,U0=U0)\n", "flibe.set_properties_from_fluid_material(materials.Flibe(T))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "With ease we can define a membrane, the solid material of the pipe. Geometric properties (not material-dependent) only include the thickness of the pipe. " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "Steel = Membrane( thick=0.25E-3,k_r=1E9,k_d=1E9)\n", "Steel.set_properties_from_solid_material(materials.Steel(T))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we define a component. It takes as input a fluid, a membrane and the inlet concentration of the component. The inlet concentration is not defined by the fluid class as some other components such as the Breeding Blanket may behave differently. The lenght is a characteristic of the component, but it can be evaluated with some component methods itself (e.g: heat exchangers), therefore it is used as argument of the methods which need it and is treated as an external variable (this may change)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "PAV_geom=Geometry(L=1,D=25.4E-3, thick=0.25E-3, n_pipes=1E3)\n", "c_in=1E-3\n", "PAV = Component(c_in=c_in, geometry=PAV_geom,fluid=flibe, membrane=Steel, name='PAV') " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can use pre-built methods to evaluate the T extraction efficiency of the component and the outlet concentration." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.0009907673727938785" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "PAV.get_efficiency(c_guess=c_in/1E3)\n", "PAV.outlet_c_comp()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also inspect component variables. " ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "eff: 0.009232627206121535\n", "eff_an: 0.009232247721287501\n", "Relative efficiency error 4.110258386501566e-05\n" ] } ], "source": [ "PAV.analytical_efficiency()\n", "PAV.inspect(\"eff\")\n", "PAV.inspect(\"eff_an\")\n", "print(\"Relative efficiency error\",abs(PAV.eff-PAV.eff_an)/PAV.eff)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Or inspect the whole component together with the Fluid class and Membrane class by using the inspect method without an argument" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "c_in: 0.001\n", "geometry: \n", "eff: 0.009232627206121535\n", "n_pipes: (1000.0,)\n", "fluid: \n", "membrane: \n", "name: PAV\n", "loss: False\n", "inv: None\n", "p_out: 1e-15\n", "delta_p: None\n", "U: None\n", "pumping_power: None\n", "cost: None\n", "update_attribute: >\n", "H: 1.35635767164547e+16\n", "W: 4624900740437019.0\n", "J_perm: -2.9188119908377013e-07\n", "c_out: 0.0009907673727938785\n", "tau: 0.010229541888345899\n", "alpha: 0.0021926203098999834\n", "xi: 2.1926203098999832\n", "eff_an: 0.009232247721287501\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\Gabriele\\AppData\\Local\\Temp\\ipykernel_4924\\2654637843.py:3: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", " fig.show()\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "PAV.inspect()\n", "fig=PAV.plot_component()\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Extracted the 33.4963327777575% of the Tritium\n", "Extracted the 66.50366722224248% of the Tritium\n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "PAV2 = Component(c_in=c_in, geometry=PAV_geom,fluid=flibe, membrane=Steel, name='PAV2',loss=True) \n", "PAV3 = Component(c_in=c_in, geometry=PAV_geom,fluid=flibe, membrane=Steel, name='PAV3',loss=True) \n", "BB=BreedingBlanket(Q=0.5E9,TBR=1.08,T_out=900,T_in=800,fluid=flibe, c_in=1,name=\"BB\" )\n", "Circuit=Circuit(components=[BB,PAV,PAV2,PAV3],closed=True)\n", "Circuit.solve_circuit()\n", "# Circuit.inspect_circuit()\n", "Circuit.get_gains_and_losses()\n", "print(\"Extracted the \"+str(Circuit.extraction_perc*100) +\"% of the Tritium\")\n", "print(\"Extracted the \"+str(Circuit.loss_perc*100) +\"% of the Tritium\")\n", "fig2=Circuit.plot_circuit()\n" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The circuit requires 23.41090436324772 kW of pumping power\n" ] } ], "source": [ "Circuit.get_circuit_pumping_power()\n", "print(\"The circuit requires \"+str(Circuit.pumping_power/1E3)+\" kW of pumping power\")" ] } ], "metadata": { "kernelspec": { "display_name": "testenv", "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": "3.11.11" } }, "nbformat": 4, "nbformat_minor": 2 }