{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tracing markers backwards in time\n", "\n", "thumbnail\n", "\n", "This example shows how to trace markers backwards in time.\n", "\n", "For starters it is worth emphasizing that **this tutorial is only for tracing marker orbits backwards in time and not for reverting the physical process**.\n", "Activating the time reversal option, ``REVERSE_TIME=1``, makes the time run backwards in simulations so that one can e.g. see the orbit at which a marker hit the wall or FILD.\n", "However, it does not reverse collisional or other stochastic process so these must be disabled.\n", "Use BMC for proper backwards Monte Carlo modelling that include these processess and can properly run a slowing-down simulation in reverse.\n", "\n", "First set up the test data." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:03.398422Z", "iopub.status.busy": "2025-04-01T09:06:03.398238Z", "iopub.status.idle": "2025-04-01T09:06:05.296126Z", "shell.execute_reply": "2025-04-01T09:06:05.295497Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Inputs created" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from a5py import Ascot\n", "\n", "a5 = Ascot(\"ascot.h5\", create=True)\n", "a5.data.create_input(\"bfield analytical iter circular\")\n", "a5.data.create_input(\"plasma flat\")\n", "a5.data.create_input(\"E_TC\")\n", "a5.data.create_input(\"N0_1D\")\n", "a5.data.create_input(\"Boozer\")\n", "a5.data.create_input(\"MHD_STAT\")\n", "a5.data.create_input(\"asigma_loc\")\n", "\n", "print(\"Inputs created\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As for the wall, any wall data would do but we wish to do some nice visualizations in 3D so we choose a 3D wall for this exercise." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:05.298321Z", "iopub.status.busy": "2025-04-01T09:06:05.297811Z", "iopub.status.idle": "2025-04-01T09:06:05.465507Z", "shell.execute_reply": "2025-04-01T09:06:05.464914Z" } }, "outputs": [ { "data": { "text/plain": [ "'wall_3D_3529396320'" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from a5py.ascot5io.wall import wall_3D\n", "\n", "rad = 2.0\n", "pol = np.linspace(0, 2*np.pi, 181)[:-1]\n", "w2d = {\"nelements\":180,\n", " \"r\":6.4 + rad*np.cos(pol), \"z\":rad*np.sin(pol)}\n", "w3d = wall_3D.convert_wall_2D(180, **w2d)\n", "a5.data.create_input(\"wall_3D\", **w3d, desc=\"REVOLVED\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now let's create a few markers which we trace for a few moments as if we were modelling the slowing-down process.\n", "This is an ordinary forward in time simulation, we will use the results to run the reversed simulation (although there is nothing preventing from running the reversed simulation without the forward simulation)." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:05.467395Z", "iopub.status.busy": "2025-04-01T09:06:05.467101Z", "iopub.status.idle": "2025-04-01T09:06:05.605563Z", "shell.execute_reply": "2025-04-01T09:06:05.604925Z" } }, "outputs": [ { "data": { "text/plain": [ "'opt_0847828966'" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from a5py.ascot5io.marker import Marker\n", "nmrk = 10\n", "mrk = Marker.generate(\"gc\", n=nmrk, species=\"alpha\")\n", "mrk[\"energy\"][:] = 3.5e6\n", "mrk[\"pitch\"][:] = 0.6\n", "mrk[\"r\"][:] = np.linspace(7.6,8.0,nmrk)\n", "a5.data.create_input(\"gc\", **mrk, activate=True)\n", "\n", "from a5py.ascot5io.options import Opt\n", "\n", "opt = Opt.get_default()\n", "opt.update({\n", " # Reversed time does not work well with the adaptive step at the moment so disable it\n", " \"SIM_MODE\":2, \"ENABLE_ADAPTIVE\":0,\n", " \"ENDCOND_SIMTIMELIM\":1, \"ENDCOND_LIM_SIMTIME\":1.0e-4, \"ENDCOND_WALLHIT\":1,\n", " \"ENABLE_ORBIT_FOLLOWING\":1, \"ENABLE_COULOMB_COLLISIONS\":1,\n", " \"ENABLE_ORBITWRITE\":1, \"ORBITWRITE_MODE\":1, \"ORBITWRITE_INTERVAL\":0,\n", " \"ORBITWRITE_NPOINT\":10**4,\n", "})\n", "a5.data.create_input(\"opt\", **opt, desc=\"TIMEFORWARD\", activate=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Run the simulation" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:05.607555Z", "iopub.status.busy": "2025-04-01T09:06:05.607164Z", "iopub.status.idle": "2025-04-01T09:06:10.529821Z", "shell.execute_reply": "2025-04-01T09:06:10.529271Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ASCOT5_MAIN\n", "Tag e37fd83\n", "Branch docs\n", "\n", "Initialized MPI, rank 0, size 1.\n", "\n", "Reading and initializing input.\n", "\n", "Input file is ascot.h5.\n", "\n", "Reading options input.\n", "Active QID is 0847828966\n", "Options read and initialized.\n", "\n", "Reading magnetic field input.\n", "Active QID is 1050702357\n", "\n", "Analytical tokamak magnetic field (B_GS)\n", "Psi at magnetic axis (6.618 m, -0.000 m)\n", "-5.410 (evaluated)\n", "-5.410 (given)\n", "Magnetic field on axis:\n", "B_R = 0.000 B_phi = 4.965 B_z = -0.000\n", "Number of toroidal field coils 0\n", "Magnetic field read and initialized.\n", "\n", "Reading electric field input.\n", "Active QID is 3370782872\n", "\n", "Trivial Cartesian electric field (E_TC)\n", "E_x = 0.000000e+00, E_y = 0.000000e+00, E_z = 0.000000e+00\n", "Electric field read and initialized.\n", "\n", "Reading plasma input.\n", "Active QID is 0597482257\n", "\n", "1D plasma profiles (P_1D)\n", "Min rho = 0.00e+00, Max rho = 1.00e+01, Number of rho grid points = 100, Number of ion species = 1\n", "Species Z/A charge [e]/mass [amu] Density [m^-3] at Min/Max rho Temperature [eV] at Min/Max rho\n", " 1 / 1 1 / 1.000 1.00e+21/1.00e+00 1.00e+04/1.00e+04 \n", "[electrons] -1 / 0.001 1.00e+21/1.00e+00 1.00e+04/1.00e+04 \n", "Toroidal rotation [rad/s] at Min/Max rho: 0.00e+00/0.00e+00\n", "Quasi-neutrality is (electron / ion charge density) 1.00\n", "Toroidal rotation [rad/s] at Min/Max rho: 0.00e+00/0.00e+00\n", "Plasma data read and initialized.\n", "\n", "Reading neutral input.\n", "Active QID is 1708698543\n", "\n", "1D neutral density and temperature (N0_1D)\n", "Grid: nrho = 3 rhomin = 0.000 rhomax = 2.000\n", " Number of neutral species = 1\n", "Species Z/A (Maxwellian)\n", " 1/ 1 (1) \n", "Neutral data read and initialized.\n", "\n", "Reading wall input.\n", "Active QID is 3529396320\n", "\n", "3D wall model (wall_3D)\n", "Number of wall elements 64800\n", "Spanning xmin = -8.500 m, xmax = 8.500 m\n", " ymin = -8.500 m, ymax = 8.500 m\n", " zmin = -2.100 m, zmax = 2.100 m\n", "Wall data read and initialized.\n", "\n", "Reading boozer input.\n", "Active QID is 0770479678\n", "\n", "Boozer input\n", "psi grid: n = 6 min = 0.000 max = 1.000\n", "thetageo grid: n = 18\n", "thetabzr grid: n = 10\n", "Boozer data read and initialized.\n", "\n", "Reading MHD input.\n", "Active QID is 1079128110\n", "\n", "MHD (stationary) input\n", "Grid: nrho = 6 rhomin = 0.000 rhomax = 1.000\n", "\n", "Modes:\n", "(n,m) = ( 1, 3) Amplitude = 0.1 Frequency = 1 Phase = 0\n", "(n,m) = ( 2, 4) Amplitude = 2 Frequency = 1.5 Phase = 0.785\n", "MHD data read and initialized.\n", "\n", "Reading atomic reaction input.\n", "Active QID is 1793313061\n", "\n", "Found data for 1 atomic reactions:\n", "Reaction number / Total number of reactions = 1 / 1\n", " Reactant species Z_1 / A_1, Z_2 / A_2 = 0 / 0, 0 / 0\n", " Min/Max energy = 1.00e+03 / 1.00e+04\n", " Min/Max density = 1.00e+18 / 1.00e+20\n", " Min/Max temperature = 1.00e+03 / 1.00e+04\n", " Number of energy grid points = 3\n", " Number of density grid points = 4\n", " Number of temperature grid points = 5\n", "Atomic reaction data read and initialized.\n", "\n", "Reading marker input.\n", "Active QID is 0703884739\n", "\n", "Loaded 10 guiding centers.\n", "Marker data read and initialized.\n", "\n", "All input read and initialized.\n", "\n", "Initializing marker states.\n", "Estimated memory usage 0.0 MB.\n", "Marker states initialized.\n", "\n", "Preparing output.\n", "Note: Output file ascot.h5 is already present.\n", "\n", "The qid of this run is 1950136466\n", "\n", "Inistate written.\n", "Simulation begins; 4 threads.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Simulation complete.\n", "Simulation finished in 0.779470 s\n", "Endstate written.\n", "\n", "Combining and writing diagnostics.\n", "\n", "Writing diagnostics output.\n", "Writing orbit diagnostics.\n", "\n", "Diagnostics output written.\n", "Diagnostics written.\n", "\n", "Summary of results:\n", " 7 markers had end condition Sim time limit\n", " 3 markers had end condition Wall collision\n", "\n", " No markers were aborted.\n", "\n", "Done.\n", "Simulation completed" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "import subprocess\n", "subprocess.run([\"./../../build/ascot5_main\", \"--d=\\\"GREATESTHITSVOL2\\\"\"])\n", "print(\"Simulation completed\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Few markers hit the wall.\n", "We select one of them and run the orbit backwards in time." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:10.531614Z", "iopub.status.busy": "2025-04-01T09:06:10.531395Z", "iopub.status.idle": "2025-04-01T09:06:10.620603Z", "shell.execute_reply": "2025-04-01T09:06:10.619916Z" } }, "outputs": [], "source": [ "a5 = Ascot(\"ascot.h5\")\n", "\n", "# Pick one of the markers that hit the wall\n", "ids = a5.data.active.getstate(\"ids\", endcond=\"wall\")[0]\n", "\n", "# When converting endstate to marker input, the input type and the simulation\n", "# mode that was used should preferably match\n", "mrk = a5.data.active.getstate_markers(\"gc\", ids=ids)\n", "\n", "opt = a5.data.active.options.read()\n", "opt.update({\n", " # Reverse time and turn off the collisions\n", " \"REVERSE_TIME\":1, \"ENABLE_COULOMB_COLLISIONS\":0,\n", " # When using the reversed time, the simulation is stopped if time < LIM_SIMTIME.\n", " # To follow marker back to its original position, we set LIM_SIMTIME=0 which was\n", " # the marker time at the start of the forward simulation.\n", " # Note that MAX_MILEAGE works same way both in forward and reversed simulations.\n", " \"ENDCOND_LIM_SIMTIME\":0.0,\n", " \"ENDCOND_WALLHIT\":0\n", "})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Since we are only tracing a single marker, and we are only interested in its orbit, the reversed simulation can be done conveniently using the virtual run (but ordinary run would work as well).\n", "\n", "Run the simulation and plot both the forward orbit and the reversed orbit." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:10.622827Z", "iopub.status.busy": "2025-04-01T09:06:10.622621Z", "iopub.status.idle": "2025-04-01T09:06:17.025157Z", "shell.execute_reply": "2025-04-01T09:06:17.024650Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "a5.simulation_initinputs()\n", "a5.simulation_initmarkers(**mrk)\n", "a5.simulation_initoptions(**opt)\n", "vrun = a5.simulation_run(printsummary=False)\n", "\n", "fig = plt.figure()\n", "ax1 = fig.add_subplot(1,2,1)\n", "ax2 = fig.add_subplot(1,2,2)\n", "\n", "a5.data.active.plotorbit_trajectory(\"r\", \"z\", ids=mrk[\"ids\"], axes=ax1)\n", "a5.input_plotwallcontour(axes=ax1)\n", "\n", "vrun.plotorbit_trajectory(\"r\", \"z\", axes=ax2)\n", "a5.input_plotwallcontour(axes=ax2)\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is how time reversed simulations are done.\n", "They can be used to map the phase-space region where losses originate (for collisionless losses) or to make nice visualizations of marker orbits when they hit the wall or FILD." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2025-04-01T09:06:17.027026Z", "iopub.status.busy": "2025-04-01T09:06:17.026669Z", "iopub.status.idle": "2025-04-01T09:06:17.672969Z", "shell.execute_reply": "2025-04-01T09:06:17.672362Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/usr/share/miniconda/envs/ascot-dev/lib/python3.10/site-packages/pyvista/jupyter/notebook.py:37: UserWarning: Failed to use notebook backend: \n", "\n", "No module named 'trame'\n", "\n", "Falling back to a static output.\n", " warnings.warn(\n" ] }, { "data": { "image/jpeg": 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DBpKkYZFR1ZzjWHem1JTCMGgBCMioiMHFS0jLmgBlIwz9aWigCKgdaey9xTRQAEZplSUhGaYDKUCkpw6UANIxSVJTSvpSAbSgZpKUdKAGlcUlSU0r6UwG0UUo60AKRmmkYp9FAEdFOK+lNoEA607rSCloGNK+lNqSkIBoAZRSlcUg60APooooEIQDTSpp9FAEdA608gGk20AFFFFMAooooACM00r6U6igBMECipKQqDQAyinFTTaACiiigAp9Mp9ABSFQe1LRSAaU9DTSpHapKKAIqKlIBppQdqYDR1p1IFOaWgAooooAKKKKAPZ6SiisSwpaKKACjNFFACilzSUUAFFFFABRSUUALRSUUAFFJQaACkJopKACkJpabQAZpCaU9KbQAUlBooAQ0UUUwEoopDQAUlLSUAB6U2lNJQAhoopD0oASkNLSHrQAh6UynHpTaAENIelKetNPSgBtNbrTqa3WmAh6UynHpTaAGt1pD0pW60h6UAMpjdafTW60CGnoaZUlR0ANbtTac3Sm0AMxzSN92nHrSHkUARU1utOpGHFMBtRsMGpKa470CGUzGKfSMOc0ANqIjBqWmOO9ADaYRg4qSmsMjNAEKHGUJ5X+Xbvn8fY0MOc048EHLemAM0uMiph27G9dJtVF9r8+v+fo0R0hGRSng0VZgRUopzDvSUAMde4plTVGy4PtQA2kZccinDrS0ARUU5lxyKbQAhXNFOXrSkZoAZRR0ooAaV9KKcOtKVzQAyiiimAhGaQDBp1OA4oAZRSlcUlABSEA0tFADcYoqTtTSvpQA2ijpRQAUBQTRSrQAhUikqSkKg0CGUUpUikoAKUUlKOlACkZppX0p1FAyMjFFSUhUUxDKB1pSCKB1oAdRRRSAKKKKAEKimlTT6KAI+9PpQMml20ANopSpFJQAUUUUAFFFFACjrS0gpaYCbRSbadRQAzBpKkoxQB7FRRS1iWFFFFABRRS0AFFFFABRRSUAFFFFABSGlpKACkpaSgApKU0lAAelNpTSUAIaSg9aKAEoopKACg0UlABSUtJTAKSlNJQAhpKD1ooASkNLSGgBKbTqbQAh6UlKaSgQ09aaelKetI3SgY2mnrTqaetAhCOKbTj0ptMBjdaQ9KVutJQAykbtTqa3SgBtRnrUlMPU0ANI4ptSHpUdADW602nt0plAEZGCaKc45zTaAI6QjIpzdaKYiKkIyKcwwaSgZHRjIpSOaKBEVFOcc5ptAETqDlSAQeoPcUDOOQB9DUhGR71E2FO/KqAPmJHYe9J6e8b0vfTpd9vX/g7etgYd6ZUtRsMGqMAApjDBqSkIyKQEdBGRigjBooAjxiipCMioyMGmAVGy4+lSUdaAGDpS0pGKSgBCM0wjFSUhGaAGiloxiigBCM00jFPooAjp9Jt59qWmAUhXNLRSAjxiipCM03bg0wCiiigAIzTSvpTqKAI6cvSlIBpdpAoASiiigApCoNLRQAwqRSjpTqUqDQAyilKkUlABRRRQAUBQTRTloAQqabUlFAEdFOK0hBFAhKKKKAFXrTqatOoAKMZoooAaVFIVNPooAjoqTGaaVFACClpQpxSUwCiiigAooooA9hpc0CisSwzS5pKKAFoyKSigB2aKbRQA7NJSUUALRSUUAKaSkooADRSUUAGaM0lFACUUUhoASkNLSHrQAlFFFABSUtJQAUlBopgIaKKD0oAbQaKQ0AFNPWnU2gAPSm0p6UlACGkpT1pKBDKQ0tIaAEpp606mnrQA09KbTj0ptMBrdaSlakoAZSN0pT1pD0oAZTW60+mtQA2oz1qSmMOaAEIyKZUlRng0AIw4qOpaixzQAjDvTakPSo6YhrjjNMqXrUeOaAEI4plSUwjBoAaRkYqPHNS01h3oAbTGGDT6CMjFAFdDjKE8r7847d8/n6Gn4yKa4AIc5yuegycen+fSpKUdPdN63vWqLrv69f8/wDhiLpRT2GeaZTMBGGR70ypKRl7imAykIyKWigCKgVIy5+tMoAKaRinUUAMoHWlIoFAC4zTCMU+igCOinFfSm0AKtBX0pR0paAI6KeRmmkYoASlFJTh0oAQrmmEYqSimBHRTivpTaADvT6aOtOoAQqDTSCKfRQBHRTytNIIoAQdadSDrS0AFBANFFADSvpTakoIzQBHTh0oK+lLjAoAKKKKACiiigBCAaQr6U6igBoGKWnjpQVFAhlFKVNJQAUUUUAFFFFADh0ooopgJtFJtp1FADMEUlSUmAaAPX6KKKxLCiiigAooooAKKKKACiiigAoooNACUUUGgBKKKQ0AFBopKACkPWlptABTacelNoAKKKTNACmkoooASiiimAlIelLSGgBKSlpKACm049KbQAhpKU0lACHrSHpQetB6UCGUhpaQ0AJTT1p1NPWgBD0plPPSmUwEam05ulNoAaetJSt1pKAGUjdKU9aD0oAjpGpaQ9KAG01utOpG6UAMpjDBp9Iw4oAZTGHNPpGGRTAZTXHOafSEZFAiOkYcUtFAyOl60pGDSUCIyMHFJT2GRmmUAIRnmo1yGZTnHUH+nX/OamqKRASO2DkHHT/PSlLujWlJawls/wAH0f8AXS4tMYY5pUYOoYfiM9D6U7Gaad9SJRcZOMt0RClpSMGkoJGMuORTalqNhg+1MBKRlz9adRQBFRT2XP1plABQVwKUdadQBHRTivpTaACkK56UtKKAG0U4jNNIxQAUUUUANK+lFPHWgjNADKKUjFJTAKQgGlooAaFIpaeOlBXNADKKCMUUAFFFFACbfSjBHanjpRQAykp5WmkYoAKSlpKACn00dadQA0qKQgin0UAR0U8gGkK+lADaKKKAHjpRRRQIKKKKAEKimlTT6KAI6KkpNooASil2mkpgFFFFABRRRQB69mim0tYli0UlFAC0UlFAC0UlFAC0UlFAC0lFJQAtJRSUALSZopKAFzTc0tJQAE8U2lNJQAGkoNFACGiiimAUUUUgEoNFIaYBSHrS5pp60AFJS0lAAelNpT0pKAENJSmkoAaetB6UUHpQIZSGlpDTGJTT1p1NPWgQlMp9NoAaw4ptPPQ0ygBrUlObpTaAGnrSU5hTaAIz1opW60lADKDyKU9aSgCOilYc0lAEdLSsOaSgCMjBopzDvTaYhjDBzSU8jIplAxGGRTKkpjDBoEJTCMGn0EZFAEdBGRRRQBAxKSAn7rcHkDB7fn0/Kn09hkVEh6oSSy45JGT78fj+VStHY3l+8hzdY7+a6P5bP5eY4jIqMjBqWkYZ+tUYEdGM8UUooAjIwaSpSMioyMGmAlNZc/WnUUAMApaeVzTKACkK5paKAI6UdKcRmkIxQAUUUUANIxSU+kIoAQUtHSigAppX0p1FAEdFPIBpMYNMBaKKKQBTSvpTqKAI+lFSEZpu3nimAUUUUAFFFFACbaaQRT6KAGLTqUKDQVIoASiiigAooooAOtJt54paUdaAEIIpKkpCAaBDKKcV9KbjFABRRRQAUDrRSigBaKKKBibRTSpp9FAEdFSUhUUxHrIpaKKxLCiiigAooooAKKKKACiiigApKDRQAGkoNFAAaSiigBDRRRQAh60lFFMBKKKKQCUUUGmAUlFFIApD1paaetMApKWkoAKSlpKAENJSmkoAQ9aSlPWkoAbQelFB6UAMpDS0h6UwEprdadTWoASmnrTqQ9aBCVHUlMxzQAhHFNp9MoARulMqQ9KjoAa3Skp5HFMoAawptSHkVHQA1hxTakxmmUAIRkUypKYRg0AJUfepKRh3piG0xhg5p9IRkYoAjpCMilpQKBkdFOYd6bQIaw70ypajYYNAAKjlTkSKMsueABk+3P4flUtFJq6sXTm4S5kRUU1gIW7BGOBx/Ef8f5/WnURd9yqsFF3js9v68hrL3FNqQU1l7iqMhtIRkUtFAEZGDQKeRkU3GKACkIzS0UAR4xRTyM0wjFACilIzQOlFADCMUlSU0r6UANoHWilWgBSM00jFPooAjopxX0ptABSikpw6UAIRTafRQAyilK0lABSikpR0oACM00r6U+imBHRTyAaaV9KAEooooAcOlLRRQAhANIV9KdRQBHRUmM00r6UANpVpCCKcvSgBaKKKBBRRRQAhUU0qafRQBHSin9aAoxQA2ilKmkoGFFFFABRRRQB6zRRmjNZFBRRmjNABRRmjNABRRmjNABRRmkzQAUUmaM0AFFJRQAUUlFABSZooNACUHpRSGgBKKKKYBSGlpKACiiigAptOptABSUtJQAGkpTSUAIaSlNJQAh60lKetJQA2g9KKKAG4pD0paQ9KBDaRqWkbpTGNpDS0jUCEpp606mtQAlNPWnU1utACUzHNPprdaAEph4NPprUANphHNPpGHegBtMYc0+kYZFADKaw4zTqMZoAjpTyKMYooAjopzDvTaYhjDvRT8cUwjBoAKjIwakpGGRQBHRjIopaAI+lFPYZplACModSpzgjHBxUKbgCr9V4zkfMPWp6ZIhYbkC+YOhb9RUyXVG9KSa9nLZ/g/wDLv9/QSikDBhkHI6UtUncxlFxbi90MZccim1LTGXH0piGjrSkZFApaAIyMUlSkZqMjFACUYzRSigBpGKSn00igBKKKKAEK5oAwKUdacRmgBlFKRikoAKQjNLRQAwjBpaeKQr6UANooooAKQjNLRQA0jFLSjrTioNADKKUgikpgFFFFACEA0m3ninUq9aAG0VIRmmlfSgBtFHSigAooooAKXaMUlOoAbg0lPoxQIZRS7aTFABRRRQAU4dKbTqACjGaKKBjSopCpp9FAEdFSYzTSooA9WooorIoKKKKACiiigAooooAKDRSGgAoNFIaACg0UhpgFBopDSAKQ0tJQAUhpaaetABRRRTAKSlpKACjNFJQAUlLSUAFJS0lAAaSlNJQAhpKU0lACHrSUp60lADe9FB60UANoPSiigQykPSlopjG0jdKWg9KBDKRulLSHpQA2kbpS0HpQAykbpS0UAMpGHFLRQAyg8iiigCOilYc0lAD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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "vrun.plotwall_3dstill(cpos=(-7.0,0.0,0.5), cfoc=(-3.8,-3.5,1.5), cang=(0,-20,-90), orbit=mrk[\"ids\"], axes=ax)\n", "a5.simulation_free()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [] } ], "metadata": { "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.16" } }, "nbformat": 4, "nbformat_minor": 4 }