diff --git a/examples/example02 - static_forward_solve_MASTU.ipynb b/examples/example02 - static_forward_solve_MASTU.ipynb index 856a1dd..9f7c0a3 100644 --- a/examples/example02 - static_forward_solve_MASTU.ipynb +++ b/examples/example02 - static_forward_solve_MASTU.ipynb @@ -227,11 +227,9 @@ "metadata": {}, "outputs": [], "source": [ - "from copy import deepcopy\n", - "\n", "# copy the original eq object (for the new forward solves with modified currents)\n", - "eq_forward_1 = deepcopy(eq)\n", - "eq_forward_2 = deepcopy(eq)\n", + "eq_forward_1 = eq.create_auxiliary_equilibrium()\n", + "eq_forward_2 = eq.create_auxiliary_equilibrium()\n", "\n", "# modify the P4 current and solve\n", "eq_forward_1.tokamak.set_coil_current('P4', 1.4*eq.tokamak['P4'].current)\n", @@ -317,7 +315,7 @@ "outputs": [], "source": [ "# instatiate new equilibrium object\n", - "eq_beta = deepcopy(eq)\n", + "eq_beta = eq.create_auxiliary_equilibrium()\n", "\n", "# call solver with new profile object\n", "GSStaticSolver.solve(eq=eq_beta, \n", @@ -368,7 +366,7 @@ "outputs": [], "source": [ "# instatiate new equilibrium object\n", - "eq_topeol = deepcopy(eq)\n", + "eq_topeol = eq.create_auxiliary_equilibrium()\n", "\n", "# call solver with new profile object\n", "GSStaticSolver.solve(eq=eq_topeol, \n", @@ -476,7 +474,7 @@ "outputs": [], "source": [ "# instatiate new equilibrium object\n", - "eq_lao = deepcopy(eq)\n", + "eq_lao = eq.create_auxiliary_equilibrium()\n", "\n", "# call solver with new profile object\n", "GSStaticSolver.solve(eq=eq_lao, \n", @@ -691,7 +689,7 @@ "outputs": [], "source": [ "# instatiate new equilibrium object\n", - "eq_general = deepcopy(eq)\n", + "eq_general = eq.create_auxiliary_equilibrium()\n", "\n", "# call solver with new profile object\n", "GSStaticSolver.solve(eq=eq_general, \n", @@ -726,8 +724,7 @@ "outputs": [], "source": [ "# initialise the equilibrium\n", - "eq_limiter = deepcopy(eq)\n", - "\n", + "eq_limiter = eq.create_auxiliary_equilibrium()\n", "\n", "# initialise the profiles\n", "profiles = ConstrainPaxisIp(\n", @@ -767,6 +764,13 @@ "ax1.set_ylim(-2.25, 2.25)\n", "plt.tight_layout()" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { diff --git a/examples/example03 - extracting_equilibrium_quantites.ipynb b/examples/example03 - extracting_equilibrium_quantites.ipynb index 26bee00..dfceb3f 100644 --- a/examples/example03 - extracting_equilibrium_quantites.ipynb +++ b/examples/example03 - extracting_equilibrium_quantites.ipynb @@ -328,17 +328,24 @@ "metadata": {}, "outputs": [], "source": [ + "import shapely as sh\n", + "\n", "# visualising these quantities\n", "psi_bndry = eq.psi_bndry\n", "xpts = eq.xpt\n", "\n", - "# compute absolute difference between each point's ψ and psi_bndry and then\n", - "# get indices of the two smallest differences\n", - "closest_indices = np.argsort(np.abs(xpts[:, 2] - psi_bndry))[:2]\n", + "# define your polygon (example)\n", + "polygon = sh.Polygon(np.array([eq.tokamak.wall.R, eq.tokamak.wall.Z]).T)\n", + "\n", + "# vectorized-ish approach: boolean mask for points inside\n", + "mask = np.array([polygon.contains(sh.Point(x, y)) for x, y in xpts[:,0:2]])\n", + "\n", + "# select points inside as a NumPy array\n", + "xpts_inside_wall = xpts[mask,:]\n", "\n", - "# extract the corresponding rows (two X-points closest to psi_bndry, then sort by lowest z coord z-point)\n", - "closest_xpts = xpts[closest_indices]\n", - "closest_xpts_sorted = closest_xpts[np.argsort(closest_xpts[:, 1])]\n", + "# get indices of the two cloest to magnetic axis \n", + "closest_xpts_idxs = np.argsort(np.linalg.norm(xpts_inside_wall[:,0:2] - eq.opt[0,0:2], axis=1))\n", + "closest_xpts_sorted = xpts_inside_wall[closest_xpts_idxs[0:2],:]\n", "\n", "# plot the flux contours for the values of psi_boundary at each X-point\n", "fig1, axes = plt.subplots(1, 3, figsize=(15, 8), dpi=80)\n", diff --git a/examples/example05 - evolutive_forward_solve.ipynb b/examples/example05 - evolutive_forward_solve.ipynb index d5ca02b..c0486a7 100644 --- a/examples/example05 - evolutive_forward_solve.ipynb +++ b/examples/example05 - evolutive_forward_solve.ipynb @@ -33,10 +33,8 @@ "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", - "from copy import deepcopy\n", "from IPython.display import display, clear_output\n", - "import pickle\n", - "import copy" + "import pickle" ] }, { @@ -305,7 +303,7 @@ "\n", "history_times = [t]\n", "history_currents = [stepping.currents_vec]\n", - "history_equilibria = [deepcopy(stepping.eq1)]\n", + "history_equilibria = [stepping.eq1.create_auxiliary_equilibrium()]\n", "history_o_points = [stepping.eq1.opt[0]]\n", "history_elongation = [stepping.eq1.geometricElongation()]\n", "history_triangularity = [stepping.eq1.triangularity()]\n", @@ -373,7 +371,7 @@ "\n", " # store time-advanced equilibrium, currents, and profiles (+ other quantites of interest)\n", " history_currents.append(stepping.currents_vec)\n", - " history_equilibria.append(deepcopy(stepping.eq1))\n", + " history_equilibria.append(stepping.eq1.create_auxiliary_equilibrium())\n", " history_o_points.append(stepping.eq1.opt[0])\n", " history_elongation.append(stepping.eq1.geometricElongation())\n", " history_triangularity.append(stepping.eq1.triangularity())\n", @@ -422,7 +420,7 @@ "\n", "history_times_nl = [t]\n", "history_currents_nl = [stepping.currents_vec]\n", - "history_equilibria_nl = [deepcopy(stepping.eq1)]\n", + "history_equilibria_nl = [stepping.eq1.create_auxiliary_equilibrium()]\n", "history_o_points_nl = [stepping.eq1.opt[0]]\n", "history_elongation_nl = [stepping.eq1.geometricElongation()]\n", "history_triangularity_nl = [stepping.eq1.triangularity()]\n", @@ -451,7 +449,7 @@ " \n", " # store time-advanced equilibrium, currents, and profiles (+ other quantites of interest)\n", " history_currents_nl.append(stepping.currents_vec)\n", - " history_equilibria_nl.append(deepcopy(stepping.eq1))\n", + " history_equilibria_nl.append(stepping.eq1.create_auxiliary_equilibrium())\n", " history_o_points_nl.append(stepping.eq1.opt[0])\n", " history_elongation_nl.append(stepping.eq1.geometricElongation())\n", " history_triangularity_nl.append(stepping.eq1.triangularity())\n", @@ -750,7 +748,7 @@ "\n", "history_times = [t]\n", "history_currents = [stepping.currents_vec]\n", - "history_equilibria = [deepcopy(stepping.eq1)]\n", + "history_equilibria = [stepping.eq1.create_auxiliary_equilibrium()]\n", "history_o_points = [stepping.eq1.opt[0]]\n", "history_elongation = [stepping.eq1.geometricElongation()]\n", "history_triangularity = [stepping.eq1.triangularity()]\n", @@ -783,7 +781,7 @@ " \n", " # store time-advanced equilibrium, currents, and profiles (+ other quantites of interest)\n", " history_currents.append(stepping.currents_vec)\n", - " history_equilibria.append(deepcopy(stepping.eq1))\n", + " history_equilibria.append(stepping.eq1.create_auxiliary_equilibrium())\n", " history_o_points.append(stepping.eq1.opt[0])\n", " history_elongation.append(stepping.eq1.geometricElongation())\n", " history_triangularity.append(stepping.eq1.triangularity())\n", @@ -826,7 +824,7 @@ "\n", "history_times_nl = [t]\n", "history_currents_nl = [stepping.currents_vec]\n", - "history_equilibria_nl = [deepcopy(stepping.eq1)]\n", + "history_equilibria_nl = [stepping.eq1.create_auxiliary_equilibrium()]\n", "history_o_points_nl = [stepping.eq1.opt[0]]\n", "history_elongation_nl = [stepping.eq1.geometricElongation()]\n", "history_triangularity_nl = [stepping.eq1.triangularity()]\n", @@ -859,7 +857,7 @@ " \n", " # store time-advanced equilibrium, currents, and profiles (+ other quantites of interest)\n", " history_currents_nl.append(stepping.currents_vec)\n", - " history_equilibria_nl.append(deepcopy(stepping.eq1))\n", + " history_equilibria_nl.append(stepping.eq1.create_auxiliary_equilibrium())\n", " history_o_points_nl.append(stepping.eq1.opt[0])\n", " history_elongation_nl.append(stepping.eq1.geometricElongation())\n", " history_triangularity_nl.append(stepping.eq1.triangularity())\n", @@ -978,6 +976,13 @@ "outputs": [], "source": [] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/examples/example06a - static_forward_MASTU_solves_from_magnetics_only_data.ipynb b/examples/example06a - static_forward_MASTU_solves_from_magnetics_only_data.ipynb index cff65ac..f3174af 100644 --- a/examples/example06a - static_forward_MASTU_solves_from_magnetics_only_data.ipynb +++ b/examples/example06a - static_forward_MASTU_solves_from_magnetics_only_data.ipynb @@ -115,7 +115,7 @@ "outputs": [], "source": [ "# set paths (choose symmetric or non-symmetric active coils)\n", - "symmetric_machine = False\n", + "symmetric_machine = True\n", "if symmetric_machine:\n", " active_coils_path=f\"../machine_configs/MAST-U/MAST-U_active_coils.pickle\"\n", "else:\n", @@ -268,7 +268,7 @@ "metadata": {}, "outputs": [], "source": [ - "time_indices = time_indices[1:-1]\n", + "time_indices = time_indices[0:-1]\n", "times = efit_times[time_indices]\n", "n = len(times)" ] diff --git a/examples/example09 - virtual_circuits_MASTU.ipynb b/examples/example09 - virtual_circuits_MASTU.ipynb index 4480ac7..d297f80 100644 --- a/examples/example09 - virtual_circuits_MASTU.ipynb +++ b/examples/example09 - virtual_circuits_MASTU.ipynb @@ -297,9 +297,9 @@ "ax1.scatter(all_target_values[1], 0.0, s=100, color='blue', marker='x', zorder=20, label=all_target_names[1])\n", "ax1.scatter(all_target_values[2], all_target_values[3], s=100, color='m', marker='*', zorder=20, label=f\"({all_target_names[2]},{all_target_names[3]})\")\n", "ax1.scatter(all_target_values[4], all_target_values[5], s=100, color='k', marker='*', zorder=20, label=f\"({all_target_names[4]},{all_target_names[5]})\")\n", - "ax1.scatter(all_target_values[6], -1.9 , s=100, color='k', marker='x', zorder=20, label=f\"{all_target_names[6]}\")\n", + "ax1.scatter(all_target_values[6], -1.95 , s=100, color='k', marker='x', zorder=20, label=f\"{all_target_names[6]}\")\n", "ax1.scatter(all_target_values[7], 1.95 , s=100, color='r', marker='x', zorder=20, label=f\"{all_target_names[7]}\")\n", - "ax1.scatter(all_target_values[8], -1.95 , s=100, color='orange', marker='o', zorder=5, label=f\"{all_target_names[8]}\")\n", + "ax1.scatter(all_target_values[8], -1.5 , s=100, color='orange', marker='o', zorder=5, label=f\"{all_target_names[8]}\")\n", "\n", "ax1.set_xlim(0.1, 2.15)\n", "ax1.set_ylim(-2.25, 2.25)\n", @@ -719,6 +719,13 @@ "plt.tight_layout()" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/examples/example10 - growth_rates.ipynb b/examples/example10 - growth_rates.ipynb index 28c9690..3e6e78c 100644 --- a/examples/example10 - growth_rates.ipynb +++ b/examples/example10 - growth_rates.ipynb @@ -154,34 +154,9 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Active coils --> built from pickle file.\n", - "Passive structures --> built from pickle file.\n", - "Limiter --> built from pickle file.\n", - "Wall --> built from pickle file.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 3.73e-10 (vs. requested 1.00e-09) reached in 26/100 iterations.\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import os\n", "import matplotlib.pyplot as plt\n", @@ -273,59 +248,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 3.73e-10 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " 'threshold_dIy_dI', 'min_dIy_dI', and 'max_mode_frequency' options selected --> passive structure modes are selected according to these thresholds.\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 12 (out of 12)\n", - " Passive structures\n", - " 138 selected with characteristic timescales larger than 'max_mode_frequency'\n", - " 0 recovered that couple with the plasma more than 'threshold_dIy_dI'\n", - " 0 removed that couple with the plasma less than 'min_dIy_dI'\n", - " total selected = 138 (out of 138)\n", - " Total number of modes = 150 (12 active coils + 138 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation)\n", - "-----\n", - "Building the 3051 x 151 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Further mode reduction:\n", - " 0 previously included modes couple with the plasma less than 'min_dIy_dI' (following Jacobian calculation)\n", - " Final number of modes = 150 (12 active coils + 138 passive structures)\n", - " Re-sizing the Jacobian matrix to account for any removed modes (if required).\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [277.35841316] [1/s]\n", - " Instability timescale = [0.00360544] [s]\n", - " Inductive stability margin = [0.38349804+0.j]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 1.4631404180226977\n", - " between all metals and active metals = 1.4631404180226977\n", - " between passive metals and active metals = 1.4631277744977078\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n" - ] - } - ], + "outputs": [], "source": [ "from freegsnke import nonlinear_solve\n", "\n", @@ -366,19 +291,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Total number of modes excl. plasma current = 150\n", - "Total number of active coils = 12\n", - "Total number of passive structures = 138\n" - ] - } - ], + "outputs": [], "source": [ "# accessing the number of modes\n", "print(f\"Total number of modes excl. plasma current = {nonlinear_solver.n_metal_modes}\") # total (actives + passives)\n", @@ -388,7 +303,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -400,7 +315,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -420,29 +335,9 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Mode 19 ---> unstable\n", - "Growth rate = 2.77e+02 [1/s]\n", - "Timescale = 3.61e-03 [s]\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# mode number (choose which one you want to visualise)\n", "i = idx # default is unstable mode\n", @@ -489,28 +384,9 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Rate of change of Rcurrent wrt unstable mode = 2.04e-06 [m].\n", - "Rate of change of Zcurrent wrt unstable mode = 1.22e-05 [m].\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# data\n", "jtor_maps = nonlinear_solver.deformable_vs_rigid_jtor \n", @@ -568,27 +444,9 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Jacobian for metal: P6\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# extract the Jacobian (no. plasma current points x no. modes) \n", "# i.e. the full finite-difference Jacobian of plasma current density points wrt metal currents \n", @@ -654,17 +512,9 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Inductive stability margin = [0.38349804+0.j]\n" - ] - } - ], + "outputs": [], "source": [ "print(f\"Inductive stability margin = {nonlinear_solver.linearised_sol.stability_margin}\")" ] @@ -707,27 +557,9 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Stabilisation force gradient (from all metals) = 153202.78385696805\n", - "Stabilisation force gradient (from active coils) = 88017.72513954167\n", - "Stabilisation force gradient (from passive coils) = 153201.45997636003\n", - "---\n", - "De-stabilisation force gradient (from all metals) = 104708.18929601288\n", - "De-tabilisation force gradient (from active coils) = 104708.18929601288\n", - "De-tabilisation force gradient (from passive coils) = 0.0\n", - "---\n", - "Leuer parameter (passives over actives) = 1.4631277744977078\n", - "Leuer parameter (all metals over actives) = 1.4631404180226977\n", - "Leuer parameter (all metals over all metals) = 1.4631404180226977\n" - ] - } - ], + "outputs": [], "source": [ "print(f\"Stabilisation force gradient (from all metals) = {nonlinear_solver.all_coils_stab_force}\")\n", "print(f\"Stabilisation force gradient (from active coils) = {nonlinear_solver.actives_stab_force}\")\n", @@ -763,7 +595,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -879,51 +711,9 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 3.73e-10 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " 'fix_n_vessel_modes' option selected --> passive structure modes that couple most to the strongest passive structure mode are being selected.\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 12 (out of 12)\n", - " Passive structures\n", - " 50 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 62 (12 active coils + 50 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3051 x 63 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [285.64565005+0.j] [1/s]\n", - " Instability timescale = [0.00350084-0.j] [s]\n", - " Inductive stability margin = [0.3643762+0.j]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 1.4631404180226968\n", - " between all metals and active metals = 1.4631404180226968\n", - " between passive metals and active metals = 1.4631277744977076\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n" - ] - } - ], + "outputs": [], "source": [ "# instantiate the nl_solver object with fixed mode\n", "nonlinear_solver_option_1 = nonlinear_solve.nl_solver(\n", @@ -944,7 +734,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -956,7 +746,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -969,21 +759,9 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "ename": "IndexError", - "evalue": "list index out of range", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mIndexError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[25], line 11\u001b[0m\n\u001b[1;32m 8\u001b[0m mode_currents \u001b[38;5;241m=\u001b[39m nonlinear_solver_option_1\u001b[38;5;241m.\u001b[39mevol_metal_curr\u001b[38;5;241m.\u001b[39mIdtoIvessel(np\u001b[38;5;241m.\u001b[39mreal(modes[\u001b[38;5;241m0\u001b[39m:\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m,i]))\n\u001b[1;32m 10\u001b[0m \u001b[38;5;66;03m# the associated instability timescale and growth rate\u001b[39;00m\n\u001b[0;32m---> 11\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMode \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mi\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m ---> \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mstable\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mif\u001b[39;00m\u001b[38;5;250m \u001b[39mnp\u001b[38;5;241m.\u001b[39mreal(\u001b[43mtimescales\u001b[49m\u001b[43m[\u001b[49m\u001b[43mi\u001b[49m\u001b[43m]\u001b[49m)\u001b[38;5;250m \u001b[39m\u001b[38;5;241m<\u001b[39m\u001b[38;5;250m \u001b[39m\u001b[38;5;241m0\u001b[39m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01melse\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124munstable\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 12\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGrowth rate = \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mnp\u001b[38;5;241m.\u001b[39mreal(growth_rates[i])\u001b[38;5;132;01m:\u001b[39;00m\u001b[38;5;124m.2e\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m [1/s]\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 13\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTimescale = \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mnp\u001b[38;5;241m.\u001b[39mreal(timescales[i])\u001b[38;5;132;01m:\u001b[39;00m\u001b[38;5;124m.2e\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m [s]\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n", - "\u001b[0;31mIndexError\u001b[0m: list index out of range" - ] - } - ], + "outputs": [], "source": [ "# mode number (choose which one you want to visualise)\n", "# note now that there are only 63 modes instead of 151\n", @@ -1076,52 +854,9 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 3.73e-10 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " 'threshold_dIy_dI', 'min_dIy_dI', and 'max_mode_frequency' options selected --> passive structure modes are selected according to these thresholds.\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 12 (out of 12)\n", - " Passive structures\n", - " 38 selected with characteristic timescales larger than 'max_mode_frequency'\n", - " 0 recovered that couple with the plasma more than 'threshold_dIy_dI'\n", - " 33 removed that couple with the plasma less than 'min_dIy_dI'\n", - " total selected = 5 (out of 138)\n", - " Total number of modes = 17 (12 active coils + 5 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation)\n", - "-----\n", - "Building the 3051 x 18 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Further mode reduction:\n", - " 2 previously included modes couple with the plasma less than 'min_dIy_dI' (following Jacobian calculation)\n", - " Final number of modes = 15 (12 active coils + 3 passive structures)\n", - " Re-sizing the Jacobian matrix to account for any removed modes (if required).\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'max_mode_frequency' and/or 'threshold_dIy_dI' and/or reducing 'min_dIy_dI'.\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n" - ] - } - ], + "outputs": [], "source": [ "# instantiate the nl_solver object with option 2 parameters\n", "nonlinear_solver_option_2 = nonlinear_solve.nl_solver(\n", @@ -1143,44 +878,9 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 3.73e-10 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " 'fix_n_vessel_modes' option selected --> passive structure modes that couple most to the strongest passive structure mode are being selected.\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 12 (out of 12)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 12 (12 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3051 x 13 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'fix_n_vessel_modes').\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n" - ] - } - ], + "outputs": [], "source": [ "# instantiate the nl_solver object with option 1 parameters\n", "nonlinear_solver_option_3 = nonlinear_solve.nl_solver(\n", @@ -1217,7 +917,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1265,20 +965,20 @@ " 'polarity': -1.0,\n", " 'multiplier': 1.0}}}\n", "\n", - "# define a pair of symmetric passive structures (these will have limited effect on the plasma)\n", - "passives = []\n", - "passives.append({\n", - " \"R\": [1.81,1.81,1.79,1.79],\n", - " \"Z\": [0.51,0.49,0.49,0.51],\n", - " \"name\": 'passive_lower_wall',\n", - " \"resistivity\": 5.5e-7\n", - "})\n", - "passives.append({\n", - " \"R\": [1.81,1.81,1.79,1.79],\n", - " \"Z\": [-0.51,-0.49,-0.49,-0.51],\n", - " \"name\": 'passive_upper_wall',\n", - " \"resistivity\": 5.5e-7\n", - "})\n", + "# # define a pair of symmetric passive structures (these will have limited effect on the plasma)\n", + "# passives = []\n", + "# passives.append({\n", + "# \"R\": [1.81,1.81,1.79,1.79],\n", + "# \"Z\": [0.51,0.49,0.49,0.51],\n", + "# \"name\": 'passive_lower_wall',\n", + "# \"resistivity\": 5.5e-7\n", + "# })\n", + "# passives.append({\n", + "# \"R\": [1.81,1.81,1.79,1.79],\n", + "# \"Z\": [-0.51,-0.49,-0.49,-0.51],\n", + "# \"name\": 'passive_upper_wall',\n", + "# \"resistivity\": 5.5e-7\n", + "# })\n", "\n", "# define a rectangular limiter to contain the plasma\n", "limiter = [{'R': 0.5, 'Z': -1}, {'R': 0.5, 'Z': 1}, {'R': 2, 'Z': 1}, {'R': 2, 'Z': -1}, {'R': 0.5, 'Z': -1}]" @@ -1286,40 +986,9 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# build machine\n", "tokamak_toy = build_machine.tokamak(\n", @@ -1383,414 +1052,10 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [6.54215876] [1/s]\n", - " Instability timescale = [0.15285474] [s]\n", - " Inductive stability margin = [1.26562124]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 27.823006852418743\n", - " between all metals and active metals = 27.823006852418743\n", - " between passive metals and active metals = 0.0\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [8.83340024] [1/s]\n", - " Instability timescale = [0.11320669] [s]\n", - " Inductive stability margin = [0.91826929]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 22.453576203140948\n", - " between all metals and active metals = 22.453576203140948\n", - " between passive metals and active metals = 0.0\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [13.34219489] [1/s]\n", - " Instability timescale = [0.07495019] [s]\n", - " Inductive stability margin = [0.59788354]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 18.042961942302203\n", - " between all metals and active metals = 18.042961942302203\n", - " between passive metals and active metals = 0.0\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [24.73099175] [1/s]\n", - " Instability timescale = [0.04043509] [s]\n", - " Inductive stability margin = [0.31813731]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 14.486132401500846\n", - " between all metals and active metals = 14.486132401500846\n", - " between passive metals and active metals = 0.0\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " Deformable plasma metrics:\n", - " Growth rate = [95.08583779] [1/s]\n", - " Instability timescale = [0.01051681] [s]\n", - " Inductive stability margin = [0.08174059]\n", - " Rigid plasma metrics:\n", - " Leuer parameter (ratio of stabilsing to de-stabilising force gradients):\n", - " between all metals and all metals = 11.646499431149273\n", - " between all metals and active metals = 11.646499431149273\n", - " between passive metals and active metals = 0.0\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'fix_n_vessel_modes').\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'fix_n_vessel_modes').\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'fix_n_vessel_modes').\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'fix_n_vessel_modes').\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n", - "Active coils --> built from user-provided data.\n", - "Passive structures --> none provided.\n", - "Limiter --> built from user-provided data.\n", - "Wall --> built from user-provided data.\n", - "Magnetic probes --> none provided.\n", - "Resistance (R) and inductance (M) matrices --> built using actives (and passives if present).\n", - "Tokamak built.\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-10) reached in 37/100 iterations.\n", - "-----\n", - "Checking that the provided 'eq' and 'profiles' are a GS solution...\n", - "Forward static solve SUCCESS. Tolerance 2.97e-11 (vs. requested 1.00e-08) reached in 0/100 iterations.\n", - "-----\n", - "Instantiating nonlinear solver objects...\n", - "done.\n", - "-----\n", - "Identifying mode selection criteria...\n", - " no passive modes present!\n", - "-----\n", - "Initial mode selection:\n", - " Active coils\n", - " total selected = 3 (out of 3)\n", - " Passive structures\n", - " 0 selected using 'fix_n_vessel_modes'\n", - " Total number of modes = 3 (3 active coils + 0 passive structures)\n", - " (Note: some additional modes may be removed after Jacobian calculation if 'mode_removal=True')\n", - "-----\n", - "Building the 3969 x 4 Jacobian (dIy/dI) of plasma current density (inside the LCFS) with respect to all metal currents and the total plasma current.\n", - "-----\n", - "Stability paramters:\n", - " No unstable modes found: either plasma stable, or more likely, it is Alfven unstable (i.e. needs more stabilisation from coils and passives).\n", - " Try adding more passive modes (by increasing 'fix_n_vessel_modes').\n", - "-----\n", - "Evolutive solver timestep:\n", - " Solver timestep 'dt_step' has been set to 0.0001 as requested.\n", - " Ensure it is smaller than the growth rate else you may find numerical instability in any subsequent evoltuive simulations!\n", - "-----\n" - ] - } - ], + "outputs": [], "source": [ - "from copy import deepcopy \n", - "\n", "# storage lists\n", "abs_P3_position = []\n", "timescales = []\n", @@ -1857,7 +1122,7 @@ " abs_P3_position.append(active_coils['P3']['2']['Z'][0])\n", " timescales.append(nonlinear_solver_toy.linearised_sol.all_timescales)\n", " leuer.append(nonlinear_solver_toy.linearised_sol.all_timescales)\n", - " eqs.append(deepcopy(eq_toy))\n" + " eqs.append(eq_toy.create_auxiliary_equilibrium())\n" ] }, { @@ -1869,20 +1134,9 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# plot largest timescales\n", "max_timescales = [np.max(entry) for entry in timescales]\n", @@ -1907,68 +1161,46 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(-1.5, 1.5)" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "# which indices to plot\n", - "idx1 = 0\n", - "idx2 = 4\n", - "idx3 = 9\n", - "\n", - "# plot equilbiria\n", - "fig1, ax = plt.subplots(1, 3, figsize=(20, 6), dpi=80)\n", - "\n", - "ax[0].grid(zorder=0, alpha=0.5)\n", - "eqs[idx1].plot(axis=ax[0],show=False)\n", - "eqs[idx1].tokamak.plot(axis=ax[0], show=False)\n", - "ax[0].fill(eqs[idx1].tokamak.wall.R, eqs[idx1].tokamak.wall.Z, color='k', linewidth=1.2, facecolor='w', zorder=0)\n", - "ax[0].set_aspect('equal')\n", - "ax[0].set_xlabel(r'Major radius, $R$ $[m]$')\n", - "ax[0].set_ylabel(r'Height, $Z$ $[m]$')\n", - "ax[0].set_xlim([0.25, 2.25])\n", - "ax[0].set_ylim([-1.5, 1.5])\n", - "\n", - "ax[1].grid(zorder=0, alpha=0.5)\n", - "eqs[idx2].plot(axis=ax[1],show=False)\n", - "eqs[idx2].tokamak.plot(axis=ax[1], show=False)\n", - "ax[1].fill(eqs[idx2].tokamak.wall.R, eqs[idx2].tokamak.wall.Z, color='k', linewidth=1.2, facecolor='w', zorder=0)\n", - "ax[1].set_aspect('equal')\n", - "ax[1].set_xlabel(r'Major radius, $R$ $[m]$')\n", - "ax[1].set_ylabel(r'Height, $Z$ $[m]$')\n", - "ax[1].set_xlim([0.25, 2.25])\n", - "ax[1].set_ylim([-1.5, 1.5])\n", - "\n", - "ax[2].grid(zorder=0, alpha=0.5)\n", - "eqs[idx3].plot(axis=ax[2],show=False)\n", - "eqs[idx3].tokamak.plot(axis=ax[2], show=False)\n", - "ax[2].fill(eqs[idx3].tokamak.wall.R, eqs[idx3].tokamak.wall.Z, color='k', linewidth=1.2, facecolor='w', zorder=0)\n", - "ax[2].set_aspect('equal')\n", - "ax[2].set_xlabel(r'Major radius, $R$ $[m]$')\n", - "ax[2].set_ylabel(r'Height, $Z$ $[m]$')\n", - "ax[2].set_xlim([0.25, 2.25])\n", - "ax[2].set_ylim([-1.5, 1.5])" + "# Indices to plot\n", + "idxs = [0, 4, 9]\n", + "\n", + "# Create subplots\n", + "fig, axes = plt.subplots(1, len(idxs), figsize=(6 * len(idxs), 6), dpi=80)\n", + "\n", + "# Handle single-axis case\n", + "if len(idxs) == 1:\n", + " axes = [axes]\n", + "\n", + "# Loop over equilibria and axes\n", + "for ax, idx in zip(axes, idxs):\n", + " plt.sca(ax)\n", + " ax.grid(zorder=0, alpha=0.5)\n", + " eqs[idx].plot(axis=ax, show=False)\n", + " eqs[idx].tokamak.plot(axis=ax, show=False)\n", + " \n", + " # Fill the wall region\n", + " ax.fill(\n", + " eqs[idx].tokamak.wall.R,\n", + " eqs[idx].tokamak.wall.Z,\n", + " edgecolor='k',\n", + " facecolor='w',\n", + " linewidth=1.2,\n", + " zorder=0\n", + " )\n", + " \n", + " ax.set_aspect('equal')\n", + " ax.set_xlabel(r'Major radius, $R$ $[m]$')\n", + " ax.set_ylabel(r'Height, $Z$ $[m]$')\n", + " ax.set_xlim([0.25, 2.25])\n", + " ax.set_ylim([-1.5, 1.5])\n", + " ax.set_title(f'Equilibrium {idx}')\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" ] }, { @@ -1978,6 +1210,20 @@ "One could repeat this exercise keeping the coil positions fixed but varying a coil current. " ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/freegsnke/GSstaticsolver.py b/freegsnke/GSstaticsolver.py index e37372f..8ccfc7d 100644 --- a/freegsnke/GSstaticsolver.py +++ b/freegsnke/GSstaticsolver.py @@ -233,7 +233,7 @@ def port_critical(self, eq, profiles): eq.flag_limiter = profiles.flag_limiter eq._current = np.sum(profiles.jtor) * self.dRdZ - eq._profiles = deepcopy(profiles) + eq._profiles = profiles.copy() try: eq.tokamak_psi = self.tokamak_psi.reshape(self.nx, self.ny) diff --git a/freegsnke/copying.py b/freegsnke/copying.py new file mode 100644 index 0000000..7a22242 --- /dev/null +++ b/freegsnke/copying.py @@ -0,0 +1,64 @@ +import copy +import logging + +import numpy as np + +logger = logging.getLogger(__name__) + + +def copy_into( + obj, new_obj, attr: str, *, mutable=False, strict=True, allow_deepcopy=False +): + """Copies an attribute from one object to another. + + Parameters + ========== + obj : object + The object to copy the attribute from + + new_obj : object + The object to copy the attribute to + + attr : str + The attribute name to copy (e.g. copy `obj.attr` into `new_obj`) + + mutable : bool + If an attribute is mutable it needs to be copied explicitly between objects, + a reference is not sufficient. + + strict : bool + Raise an error if `True` and `attr` is not an attribute of `obj` + + allow_deepcopy : bool + Raise an error if `True` and a deepcopy is required to copy the attribute across. + """ + + if not hasattr(obj, attr) and not strict: + logger.info(f"{obj.__class__} has no attribute {attr} but not in strict mode") + # return without an error because we are not strict + return + + # will error if strict and attribute doesnt exist + attribute_value = getattr(obj, attr) + + if mutable: + if ( + isinstance(attribute_value, np.ndarray) + and not attribute_value.dtype.hasobject + ): + attribute_value = np.copy(attribute_value) + + else: + if not allow_deepcopy: + raise TypeError( + f"Cannot copy {attribute_value.__class__} without deepcopying" + ) + + logger.info( + f"Deepcopying {attribute_value.__class__} because it is mutable but not a numpy array" + "of non-objects" + ) + + attribute_value = copy.deepcopy(attribute_value) + + setattr(new_obj, attr, attribute_value) diff --git a/freegsnke/equilibrium_update.py b/freegsnke/equilibrium_update.py index ad6778f..4f21fc1 100644 --- a/freegsnke/equilibrium_update.py +++ b/freegsnke/equilibrium_update.py @@ -27,8 +27,9 @@ from freegs4e import critical from scipy import interpolate -from . import limiter_func, virtual_circuits +from . import limiter_func from .build_machine import copy_tokamak +from .copying import copy_into class Equilibrium(freegs4e.equilibrium.Equilibrium): @@ -88,8 +89,6 @@ def create_auxiliary_equilibrium(self): equilibrium.dR = self.dR equilibrium.dZ = self.dZ equilibrium._applyBoundary = self._applyBoundary - equilibrium._pgreen = self._pgreen - equilibrium._vgreen = self._vgreen equilibrium._current = self._current equilibrium.order = self.order equilibrium._solver = self._solver @@ -112,6 +111,20 @@ def create_auxiliary_equilibrium(self): equilibrium.plasma_psi = np.copy(self.plasma_psi) equilibrium.mask_inside_limiter = np.copy(self.mask_inside_limiter) equilibrium.mask_outside_limiter = np.copy(self.mask_outside_limiter) + equilibrium._pgreen = self._pgreen.copy() + equilibrium._vgreen = self._vgreen.copy() + copy_into(self, equilibrium, "current_vec", mutable=True, strict=False) + + copy_into( + self, equilibrium, "opt", mutable=True, strict=False, allow_deepcopy=True + ) + copy_into( + self, equilibrium, "xpt", mutable=True, strict=False, allow_deepcopy=True + ) + copy_into(self, equilibrium, "psi_bndry", strict=False) + + if hasattr(self, "_profiles"): + equilibrium._profiles = self._profiles.copy() return equilibrium diff --git a/freegsnke/jtor_refinement.py b/freegsnke/jtor_refinement.py index 2ecb0f3..33120d7 100644 --- a/freegsnke/jtor_refinement.py +++ b/freegsnke/jtor_refinement.py @@ -1,5 +1,7 @@ import numpy as np +from .copying import copy_into + class Jtor_refiner: """Class to allow for the refinement of the toroidal plasma current Jtor. @@ -43,6 +45,34 @@ def __init__(self, eq, nnx, nny): self.edges_mask[-1, :] = 0 self.edges_mask[:, -1] = 0 + def copy(self): + obj = type(self).__new__(type(self)) + + copy_into(self, obj, "eqR", mutable=True) + copy_into(self, obj, "eqZ", mutable=True) + + copy_into(self, obj, "dR") + copy_into(self, obj, "dZ") + copy_into(self, obj, "dRdZ") + copy_into(self, obj, "nx") + copy_into(self, obj, "ny") + copy_into(self, obj, "nxny") + copy_into(self, obj, "nnx") + copy_into(self, obj, "nny") + copy_into(self, obj, "hnnx") + copy_into(self, obj, "hnny") + copy_into(self, obj, "nnxy") + + obj.prepare_for_refinement() + + copy_into(self, obj, "edges_mask", mutable=True) + copy_into(self, obj, "lcfs_mask", mutable=True, strict=False) + copy_into(self, obj, "value_mask", mutable=True, strict=False) + copy_into(self, obj, "gradient_mask", mutable=True, strict=False) + copy_into(self, obj, "mask_to_refine", mutable=True, strict=False) + + return obj + def prepare_for_refinement( self, ): diff --git a/freegsnke/jtor_update.py b/freegsnke/jtor_update.py index 703c69b..8ec0234 100644 --- a/freegsnke/jtor_update.py +++ b/freegsnke/jtor_update.py @@ -28,15 +28,86 @@ from . import jtor_refinement from . import switch_profile as swp +from .copying import copy_into class Jtor_universal: def __init__(self, refine_jtor=False): """Sets default unrefined Jtor.""" - if refine_jtor: - self.Jtor = self.Jtor_refined + self._refine_jtor = refine_jtor + + def Jtor(self, *args, **kwargs): + if self._refine_jtor: + return self.Jtor_refined(*args, **kwargs) else: - self.Jtor = self.Jtor_unrefined + return self.Jtor_unrefined(*args, **kwargs) + + def copy(self, obj=None): + """Creates a copy the object. + + obj : Jtor_universal + An instance of self that the attributes are copied into instead of + creating a new object + """ + + obj = type(self).__new__(type(self)) if obj is None else obj + + copy_into(self, obj, "_refine_jtor") + copy_into(self, obj, "dR") + copy_into(self, obj, "dZ") + copy_into(self, obj, "dRdZ") + copy_into(self, obj, "nx") + + copy_into(self, obj, "dR_dZ", mutable=True) + copy_into(self, obj, "grid_points", mutable=True) + copy_into(self, obj, "eqRidx", mutable=True) + copy_into(self, obj, "eqZidx", mutable=True) + copy_into(self, obj, "idx_grid_points", mutable=True) + copy_into(self, obj, "R0Z0", mutable=True) + copy_into(self, obj, "mask_inside_limiter", mutable=True) + copy_into(self, obj, "mask_outside_limiter", mutable=True) + copy_into(self, obj, "limiter_mask_out", mutable=True) + copy_into(self, obj, "limiter_mask_for_plotting", mutable=True) + copy_into(self, obj, "edge_mask", mutable=True) + obj.inputs = self.inputs[::] # shallow copy suffices + + # *Should* not be necessary to copy this + obj.limiter_handler = self.limiter_handler + + # the following attributes won't always be present... + if hasattr(self, "jtor_refiner"): + obj.refinement_thresholds = self.refinement_thresholds[::] + obj.jtor_refiner = self.jtor_refiner.copy() + + copy_into(self, obj, "psi_bndry", strict=False) + copy_into(self, obj, "psi_axis", strict=False) + copy_into(self, obj, "psi_axis", strict=False) + copy_into(self, obj, "flag_limiter", strict=False) + copy_into(self, obj, "Ip_logic", strict=False) + + copy_into(self, obj, "psi_map", mutable=True, strict=False) + copy_into( + self, + obj, + "record_xpt", + mutable=True, + strict=False, + allow_deepcopy=True, + ) + copy_into(self, obj, "lcfs", mutable=True, strict=False) + copy_into(self, obj, "jtor", mutable=True, strict=False) + copy_into(self, obj, "diverted_core_mask", mutable=True, strict=False) + copy_into(self, obj, "limiter_core_mask", mutable=True, strict=False) + copy_into(self, obj, "unrefined_jtor", mutable=True, strict=False) + copy_into(self, obj, "unrefined_djtordpsi", mutable=True, strict=False) + copy_into(self, obj, "pure_jtor", mutable=True, strict=False) + copy_into(self, obj, "pure_djtordpsi", mutable=True, strict=False) + copy_into(self, obj, "dJtordpsi", mutable=True, strict=False) + + copy_into(self, obj, "xpt", mutable=True, strict=False, allow_deepcopy=True) + copy_into(self, obj, "opt", mutable=True, strict=False, allow_deepcopy=True) + + return obj def set_masks(self, eq): """Universal function to set all masks related to the limiter. @@ -100,12 +171,10 @@ def select_refinement(self, eq, refine_jtor, nnx, nny): nny : even integer refinement factor in the Z direction """ + self._refine_jtor = refine_jtor if refine_jtor: self.jtor_refiner = jtor_refinement.Jtor_refiner(eq, nnx, nny) self.set_refinement_thresholds() - self.Jtor = self.Jtor_refined - else: - self.Jtor = self.Jtor_unrefined def set_refinement_thresholds(self, thresholds=(1.0, 1.0)): """Sets the default criteria for refinement -- used when not directly set. @@ -215,7 +284,7 @@ def diverted_critical( current_psi_level = valid_max_psi + increment self.record_xpt = [valid_max_psi, current_psi_level] - while abs(increment) > rel_tolerance_xpt or desired_check_larger == False: + while abs(increment) > rel_tolerance_xpt or desired_check_larger is False: # design regions all_regions = measure.find_contours(psi_map, current_psi_level) # sort them by distance to the valid maximum @@ -227,7 +296,7 @@ def diverted_critical( # identify the region containing the valid local maximum region_found = False idx = -1 - while region_found == False: + while region_found is False: idx += 1 path = Path(all_regions[regions_order[idx]]) region_found = path.contains_point(idx_valid_max) @@ -536,7 +605,7 @@ def Jtor_refined(self, R, Z, psi, psi_bndry=None, thresholds=None): self.pure_djtordpsi = self.dJtordpsi / self.L core_mask = 1.0 * self.limiter_core_mask - if thresholds == None: + if thresholds is None: thresholds = self.refinement_thresholds bilinear_psi_interp, refined_R = self.jtor_refiner.build_bilinear_psi_interp( @@ -598,6 +667,22 @@ def __init__(self, eq, *args, **kwargs): self.set_masks(eq=eq) + def copy(self): + obj = super().copy() + + copy_into(self, obj, "profile_parameter") + copy_into(self, obj, "betap") + copy_into(self, obj, "Ip") + copy_into(self, obj, "_fvac") + copy_into(self, obj, "alpha_m") + copy_into(self, obj, "alpha_n") + copy_into(self, obj, "Raxis") + copy_into(self, obj, "fast") + copy_into(self, obj, "L") + copy_into(self, obj, "Beta0") + + return obj + def Lao_parameters( self, n_alpha, n_beta, alpha_logic=True, beta_logic=True, Ip_logic=True, nn=100 ): @@ -651,6 +736,22 @@ def __init__(self, eq, *args, **kwargs): self.set_masks(eq=eq) + def copy(self): + obj = super().copy() + + copy_into(self, obj, "profile_parameter") + copy_into(self, obj, "paxis") + copy_into(self, obj, "Ip") + copy_into(self, obj, "_fvac") + copy_into(self, obj, "alpha_m") + copy_into(self, obj, "alpha_n") + copy_into(self, obj, "Raxis") + copy_into(self, obj, "fast") + copy_into(self, obj, "L") + copy_into(self, obj, "Beta0") + + return obj + def Lao_parameters( self, n_alpha, n_beta, alpha_logic=True, beta_logic=True, Ip_logic=True, nn=100 ): @@ -704,6 +805,21 @@ def __init__(self, eq, *args, **kwargs): self.set_masks(eq=eq) + def copy(self): + obj = super().copy() + + copy_into(self, obj, "profile_parameter") + copy_into(self, obj, "Ip") + copy_into(self, obj, "_fvac") + copy_into(self, obj, "alpha_m") + copy_into(self, obj, "alpha_n") + copy_into(self, obj, "Raxis") + copy_into(self, obj, "fast") + copy_into(self, obj, "L") + copy_into(self, obj, "Beta0") + + return obj + def Lao_parameters( self, n_alpha, n_beta, alpha_logic=True, beta_logic=True, Ip_logic=True, nn=100 ): @@ -758,6 +874,27 @@ def __init__(self, eq, *args, refine_jtor=False, nnx=None, nny=None, **kwargs): self.set_masks(eq=eq) self.select_refinement(eq, refine_jtor, nnx, nny) + def copy(self): + obj = super().copy() + + copy_into(self, obj, "Ip") + copy_into(self, obj, "_fvac") + copy_into(self, obj, "alpha_logic") + copy_into(self, obj, "beta_logic") + copy_into(self, obj, "Raxis") + copy_into(self, obj, "fast") + copy_into(self, obj, "Ip_logic") + copy_into(self, obj, "L") + copy_into(self, obj, "alpha", mutable=True) + copy_into(self, obj, "beta", mutable=True) + copy_into(self, obj, "alpha_exp", mutable=True) + copy_into(self, obj, "beta_exp", mutable=True) + copy_into(self, obj, "dJtorpsin1", strict=False) + copy_into(self, obj, "dJtordpsi", mutable=True, strict=False) + copy_into(self, obj, "problem_psi", mutable=True, strict=False) + + return obj + def Topeol_parameters(self, nn=100, max_it=100, tol=1e-5): """Fids best combination of (alpha_m, alpha_n, beta_0) @@ -820,6 +957,37 @@ def __init__(self, eq, *args, **kwargs): self.set_masks(eq=eq) + def copy(self): + obj = super().copy() + + copy_into(self, obj, "Ip") + copy_into(self, obj, "_fvac") + copy_into(self, obj, "Raxis") + copy_into(self, obj, "Ip_logic") + copy_into(self, obj, "fast") + copy_into(self, obj, "L") + copy_into(self, obj, "pp_knots", mutable=True) + copy_into(self, obj, "pp_values", mutable=True) + copy_into(self, obj, "pp_values_2", mutable=True) + copy_into(self, obj, "pp_sigma") + copy_into(self, obj, "ffp_knots", mutable=True) + copy_into(self, obj, "ffp_values", mutable=True) + copy_into(self, obj, "ffp_values_2", mutable=True) + copy_into(self, obj, "ffp_sigma") + + obj.profile_parameter = [ + obj.pp_knots, + obj.pp_values, + obj.pp_values_2, + obj.pp_sigma, + obj.ffp_knots, + obj.ffp_values, + obj.ffp_values_2, + obj.ffp_sigma, + ] + + return obj + def assign_profile_parameter( self, pp_knots, @@ -875,6 +1043,26 @@ def __init__(self, eq, *args, **kwargs): self.profile_parameter = [] self.set_masks(eq=eq) + def copy(self): + obj = super().copy() + + copy_into(self, obj, "profile_parameter") + copy_into(self, obj, "Ip") + copy_into(self, obj, "_fvac") + copy_into(self, obj, "Raxis") + copy_into(self, obj, "Ip_logic") + copy_into(self, obj, "L") + copy_into(self, obj, "fast") + copy_into(self, obj, "psi_n", mutable=True) + copy_into(self, obj, "pprime_data", mutable=True) + copy_into(self, obj, "ffprime_data", mutable=True) + copy_into(self, obj, "p_data", mutable=True) + copy_into(self, obj, "f_data", mutable=True) + + obj.initialize_profile() + + return obj + def assign_profile_parameter( self, ): diff --git a/freegsnke/mastu_tools.py b/freegsnke/mastu_tools.py index d174671..a100eb5 100644 --- a/freegsnke/mastu_tools.py +++ b/freegsnke/mastu_tools.py @@ -537,7 +537,7 @@ def get_machine_data( # description is required. pickle.dump( active_coils_nonsym, - open("../machine_configs/MAST-U/MAST-U_active_coils_nonsym.pickle", "wb"), + open(f"{save_path}/MAST-U_active_coils_nonsym.pickle", "wb"), ) # ------------ diff --git a/freegsnke/nonlinear_solve.py b/freegsnke/nonlinear_solve.py index 835edd5..ced7196 100644 --- a/freegsnke/nonlinear_solve.py +++ b/freegsnke/nonlinear_solve.py @@ -198,9 +198,9 @@ def __init__( # set internal copy of the equilibrium and profile self.eq1 = eq.create_auxiliary_equilibrium() - self.profiles1 = deepcopy(profiles) + self.profiles1 = profiles.copy() self.eq2 = eq.create_auxiliary_equilibrium() - self.profiles2 = deepcopy(profiles) + self.profiles2 = profiles.copy() self.Iy = self.limiter_handler.Iy_from_jtor(profiles.jtor).copy() self.nIy = np.linalg.norm(self.Iy) @@ -1632,7 +1632,7 @@ def build_linearization( (self.plasma_domain_size, self.n_profiles_parameters) ) - profiles_copy = deepcopy(profiles) + profiles_copy = profiles.copy() # prepare to build the Jacobian by finding appropriate step size dIydtheta, ndIy = self.prepare_build_dIydtheta( @@ -2017,7 +2017,7 @@ def initialize_from_ICs( # note that at this stage, the equilibrium may have vessel currents. # These can not be reproduced exactly if modes are truncated. self.eq1 = eq.create_auxiliary_equilibrium() - self.profiles1 = deepcopy(profiles) + self.profiles1 = profiles.copy() # The pair self.eq1 and self.profiles1 is the pair that is advanced at each timestep. # Their properties evolve according to the dynamics. # Note that the input eq and profiles are NOT modified by the evolution object. @@ -2044,7 +2044,7 @@ def initialize_from_ICs( # They are used for all intermediate calculations, so # they should not be used to extract properties of the evolving equilibrium self.eq2 = self.eq1.create_auxiliary_equilibrium() - self.profiles2 = deepcopy(self.profiles1) + self.profiles2 = self.profiles1.copy() # self.Iy is the istantaneous 1d vector representing the plasma current distribution # on the reduced plasma domain, as from plasma_domain_mask @@ -2124,9 +2124,8 @@ def step_complete_assign(self, working_relative_tol_GS, from_linear=False): self.eq2.tokamak.set_all_coil_currents(self.vessel_currents_vec) if from_linear: - self.profiles1 = deepcopy(self.profiles2) - self.eq1 = self.eq2 - self.eq2 = self.eq1.create_auxiliary_equilibrium() + self.profiles1 = self.profiles2.copy() + self.eq1 = self.eq2.create_auxiliary_equilibrium() else: self.eq1.plasma_psi = np.copy(self.trial_plasma_psi) self.profiles1.Ip = self.trial_currents[-1] * self.plasma_norm_factor diff --git a/freegsnke/virtual_circuits.py b/freegsnke/virtual_circuits.py index 184e007..31cb43f 100644 --- a/freegsnke/virtual_circuits.py +++ b/freegsnke/virtual_circuits.py @@ -647,7 +647,7 @@ def calculate_VC( # make copies of the newly solved equilibrium and profile objects # these are used for all GS solves below self._eq2 = eq.create_auxiliary_equilibrium() - self._profiles2 = deepcopy(profiles) + self._profiles2 = profiles.copy() # for each coil, prepare by inferring delta(I_j) corresponding to a change delta(I_y) # with norm(delta(I_y)) = target_dIy @@ -778,7 +778,7 @@ def apply_VC( # store copies of the eq and profile objects eq_new = eq.create_auxiliary_equilibrium() - profiles_new = deepcopy(profiles) + profiles_new = profiles.copy() # assign currents to the required coils in the eq object new_currents = [