{ "cells": [ { "cell_type": "markdown", "id": "d088a758-b7ff-46d5-a83a-bb324ce05803", "metadata": {}, "source": [ "# Free boundary equilibrium" ] }, { "cell_type": "markdown", "id": "2daea50f-f451-48bc-9055-f2743708e4b5", "metadata": {}, "source": [ "In this example we'll walk through solving a free boundary problem for a Solovev tokamak and a vacuum stellarator." ] }, { "cell_type": "code", "execution_count": 1, "id": "e65f42a5-a1a4-4ba3-ac73-08533175e57d", "metadata": { "pycharm": { "name": "#%%\n" }, "tags": [] }, "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" ] }, { "cell_type": "code", "execution_count": 2, "id": "b9473a2e", "metadata": {}, "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "a9fbc9ca-2ac1-494e-85d7-dcbd7dfae590", "metadata": { "tags": [] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "An NVIDIA GPU may be present on this machine, but a CUDA-enabled jaxlib is not installed. Falling back to cpu.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "DESC version 0.12.1+206.g91d82b558.dirty,using JAX backend, jax version=0.4.31, jaxlib version=0.4.31, dtype=float64\n", "Using device: CPU, with 4.19 GB available memory\n" ] } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import desc\n", "from desc.magnetic_fields import (\n", " FourierCurrentPotentialField,\n", " SplineMagneticField,\n", " field_line_integrate,\n", ")\n", "from desc.grid import LinearGrid\n", "from desc.geometry import FourierRZToroidalSurface\n", "from desc.equilibrium import Equilibrium\n", "\n", "from desc.objectives import (\n", " BoundaryError,\n", " VacuumBoundaryError,\n", " FixBoundaryR,\n", " FixBoundaryZ,\n", " FixIota,\n", " FixCurrent,\n", " FixPressure,\n", " FixPsi,\n", " ForceBalance,\n", " ObjectiveFunction,\n", ")\n", "from desc.profiles import PowerSeriesProfile\n", "from desc.vmec import VMECIO" ] }, { "cell_type": "markdown", "id": "574b4249-f284-48d3-9670-dbb9b588e31d", "metadata": {}, "source": [ "## Solovev Tokamak" ] }, { "cell_type": "markdown", "id": "119db38f-84c4-4922-a409-27614d1c0e18", "metadata": {}, "source": [ "In the first example, we'll solve for a free boundary tokamak with Solovev profiles.\n", "\n", "We'll start by loading in an external field, in this case an `mgrid` file used by VMEC. The external field can also be given directly by a coilset, or from a current potential on a winding surface, or several other representations. See `desc.magnetic_fields` and `desc.coils` for more." ] }, { "cell_type": "code", "execution_count": 4, "id": "f4dcf86d-c80c-4647-82c5-e36e3f077fd2", "metadata": { "tags": [] }, "outputs": [], "source": [ "# need to specify currents in the coil circuits when using mgrid, just like in VMEC\n", "extcur = [\n", " 3.884526409876309e06,\n", " -2.935577123737952e05,\n", " -1.734851853677043e04,\n", " 6.002137016973160e04,\n", " 6.002540940490887e04,\n", " -1.734993103183817e04,\n", " -2.935531536308510e05,\n", " -3.560639108717275e05,\n", " -6.588434719283084e04,\n", " -1.154387774712987e04,\n", " -1.153546510755219e04,\n", " -6.588300858364606e04,\n", " -3.560589388468855e05,\n", "]\n", "ext_field = SplineMagneticField.from_mgrid(\n", " r\"../../../tests/inputs/mgrid_solovev.nc\", extcur=extcur\n", ")" ] }, { "cell_type": "markdown", "id": "1f185e69-01ac-4205-b443-a03a9a1df311", "metadata": {}, "source": [ "For our initial guess, we'll use a circular torus of approximately the right major and minor radius." ] }, { "cell_type": "code", "execution_count": 5, "id": "f00cb594-2c76-492d-ae19-1fff1ca00484", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: force\n", "Precomputing transforms\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 75\n", "Number of objectives: 242\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 9.452e-13\n", " Total delta_x: 3.499e-01\n", " Iterations: 39\n", " Function evaluations: 47\n", " Jacobian evaluations: 40\n", "\n", "==============================================================================================================\n", "\n", " Start --> End\n", "Total (sum of squares): 1.110e-01 --> 9.452e-13, \n", "Maximum absolute Force error: 8.028e+04 --> 1.357e+00 (N)\n", "Minimum absolute Force error: 6.175e+00 --> 6.633e-05 (N)\n", "Average absolute Force error: 2.561e+04 --> 6.681e-02 (N)\n", "Maximum absolute Force error: 2.193e-02 --> 3.708e-07 (normalized)\n", "Minimum absolute Force error: 1.687e-06 --> 1.812e-11 (normalized)\n", "Average absolute Force error: 6.995e-03 --> 1.825e-08 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "pres = PowerSeriesProfile([1.25e-1, 0, -1.25e-1])\n", "iota = PowerSeriesProfile([-4.9e-1, 0, 3.0e-1])\n", "surf = FourierRZToroidalSurface(\n", " R_lmn=[4.0, 1.0],\n", " modes_R=[[0, 0], [1, 0]],\n", " Z_lmn=[-1.0],\n", " modes_Z=[[-1, 0]],\n", " NFP=1,\n", ")\n", "\n", "eq_init = Equilibrium(M=10, N=0, Psi=1.0, surface=surf, pressure=pres, iota=iota)\n", "eq_init.solve();" ] }, { "cell_type": "code", "execution_count": 6, "id": "24676a79-697c-4ace-8d36-34a9f91470a3", "metadata": { "tags": [] }, "outputs": [], "source": [ "eq2 = eq_init.copy()" ] }, { "cell_type": "markdown", "id": "2b8dda43-d464-41bd-a7fe-b4fdbda5509d", "metadata": {}, "source": [ "Next we'll set up our constraints, which in this case simply fix the profiles, flux, and equilibrium constraint" ] }, { "cell_type": "code", "execution_count": 7, "id": "836fcd9e-e8ec-4ca1-a49a-ab5e338bd828", "metadata": { "tags": [] }, "outputs": [], "source": [ "constraints = (\n", " ForceBalance(eq=eq2),\n", " FixIota(eq=eq2),\n", " FixPressure(eq=eq2),\n", " FixPsi(eq=eq2),\n", ")" ] }, { "cell_type": "markdown", "id": "db459061-b2d2-4202-b5cd-dce60300d529", "metadata": {}, "source": [ "Solving a free boundary equilibrium is just like any other optimization problem. In this case our objective is to minimize boundary error, which is done by the `BoundaryError` objective.\n", "\n", "Specifically, it attempts to minimize the residual in the free boundary MHD boundary conditions:\n", "\n", "$\\mathbf{B} \\cdot \\mathbf{n} = 0$\n", "\n", "$B^2_{in} + p - B^2_{out} = 0$" ] }, { "cell_type": "code", "execution_count": 8, "id": "52ea143b-84dc-42dd-8dd3-3bbeffc23159", "metadata": { "tags": [] }, "outputs": [], "source": [ "# For a standard free boundary solve, we set field_fixed=True. For single stage optimization, we would set to False\n", "objective = ObjectiveFunction(BoundaryError(eq=eq2, field=ext_field, field_fixed=True))" ] }, { "cell_type": "code", "execution_count": 9, "id": "4f074a65-191e-47ef-abdb-a5e21b213898", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Boundary error\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 248 ms\n", "Timer: Objective build = 539 ms\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 41.6 ms\n", "Timer: Objective build = 137 ms\n", "Timer: Proximal projection build = 3.58 sec\n", "Building objective: fixed iota\n", "Building objective: fixed pressure\n", "Building objective: fixed Psi\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Timer: Objective build = 467 ms\n", "Timer: Linear constraint projection build = 857 ms\n", "Number of parameters: 5\n", "Number of objectives: 82\n", "Timer: Initializing the optimization = 4.94 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 5.805e+00 3.235e+01 \n", " 1 2 5.547e-01 5.250e+00 4.782e-01 7.006e+00 \n", " 2 3 1.808e-02 5.366e-01 4.231e-01 9.222e-01 \n", " 3 4 8.857e-03 9.228e-03 2.740e-01 7.800e-01 \n", " 4 5 4.005e-05 8.817e-03 1.083e-01 4.927e-02 \n", " 5 6 1.432e-06 3.862e-05 3.014e-02 1.157e-03 \n", " 6 8 1.379e-06 5.230e-08 2.673e-03 1.295e-04 \n", " 7 10 1.376e-06 3.046e-09 1.343e-03 4.880e-05 \n", " 8 11 1.376e-06 3.546e-10 3.614e-04 1.101e-05 \n", " 9 12 1.376e-06 1.617e-10 9.251e-05 9.530e-06 \n", " 10 32 1.376e-06 0.000e+00 0.000e+00 9.530e-06 \n", "Warning: A bad approximation caused failure to predict improvement.\n", " Current function value: 1.376e-06\n", " Total delta_x: 5.907e-01\n", " Iterations: 10\n", " Function evaluations: 32\n", " Jacobian evaluations: 10\n", "Timer: Solution time = 1.64 min\n", "Timer: Avg time per step = 8.94 sec\n", "\n", "==============================================================================================================\n", "\n", " Start --> End\n", "Total (sum of squares): 5.805e+00 --> 1.376e-06, \n", "Maximum absolute Boundary normal field error: 1.426e-02 --> 1.170e-04 (T*m^2)\n", "Minimum absolute Boundary normal field error: 3.630e-08 --> 5.431e-08 (T*m^2)\n", "Average absolute Boundary normal field error: 8.363e-03 --> 6.473e-05 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.044e-02 --> 8.572e-05 (normalized)\n", "Minimum absolute Boundary normal field error: 2.659e-08 --> 3.978e-08 (normalized)\n", "Average absolute Boundary normal field error: 6.125e-03 --> 4.740e-05 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 3.201e-01 --> 2.053e-04 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 1.924e-01 --> 5.639e-06 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 2.487e-01 --> 1.043e-04 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 6.868e-01 --> 4.404e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 4.128e-01 --> 1.210e-05 (normalized)\n", "Average absolute Boundary magnetic pressure error: 5.336e-01 --> 2.237e-04 (normalized)\n", "Maximum absolute Force error: 1.357e+00 --> 1.999e+01 (N)\n", "Minimum absolute Force error: 6.633e-05 --> 7.638e-03 (N)\n", "Average absolute Force error: 6.681e-02 --> 6.325e-01 (N)\n", "Maximum absolute Force error: 3.708e-07 --> 5.461e-06 (normalized)\n", "Minimum absolute Force error: 1.812e-11 --> 2.087e-09 (normalized)\n", "Average absolute Force error: 1.825e-08 --> 1.728e-07 (normalized)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "# we know this is a pretty simple shape so we'll only use |m| <= 2\n", "R_modes = eq2.surface.R_basis.modes[np.max(np.abs(eq2.surface.R_basis.modes), 1) > 2, :]\n", "Z_modes = eq2.surface.Z_basis.modes[np.max(np.abs(eq2.surface.Z_basis.modes), 1) > 2, :]\n", "bdry_constraints = (\n", " FixBoundaryR(eq=eq2, modes=R_modes),\n", " FixBoundaryZ(eq=eq2, modes=Z_modes),\n", ")\n", "eq2, out = eq2.optimize(\n", " objective,\n", " constraints + bdry_constraints,\n", " optimizer=\"proximal-lsq-exact\",\n", " verbose=3,\n", " options={},\n", ")" ] }, { "cell_type": "markdown", "id": "2bbe84ff-cb71-4666-987a-c11e89df42e6", "metadata": { "tags": [] }, "source": [ "To check our solution, we can compare to a high resolution free boundary VMEC run, and we see we get extremely good agreement:" ] }, { "cell_type": "code", "execution_count": 10, "id": "96467bac-a250-4d3e-b060-9344999116df", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "VMECIO.plot_vmec_comparison(eq2, \"../../../tests/inputs/wout_solovev_freeb.nc\");" ] }, { "cell_type": "markdown", "id": "527087b7-8124-415d-a94c-7ab33070d685", "metadata": {}, "source": [ "We can plot the normal magnetic field error (the plotting function automatically will add the plasma current's contribution), and we can see that the normal field is very small for the final solution." ] }, { "cell_type": "code", "execution_count": 11, "id": "025dade5-cc41-4ec3-976e-caad5abcc963", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(
,\n", " )" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "desc.plotting.plot_2d(eq2, \"B*n\", field=ext_field)" ] }, { "cell_type": "markdown", "id": "28ef9343-fa92-4a4f-808e-348aa9cbe1e6", "metadata": {}, "source": [ "If a sheet current is known (or suspected) to exist on the plasma surface (such as if the pressure at the edge is nonzero), this can be modelled by making the equilibrium `surface` into a `FourierCurrentPotentialField`.\n", "\n", "$\\mu_0 \\nabla \\Phi = \\mathbf{n} \\times (\\mathbf{B}_{out} - \\mathbf{B}_{in})$\n", "\n", "Where $\\Phi$ is the current potential on the surface.\n" ] }, { "cell_type": "markdown", "id": "26838736-24a7-407d-8dd9-9ee4c0ef0e1e", "metadata": {}, "source": [ "The current potential is represented as a `FourierCurrentPotentialField` which is a subclass of the standard `FourierRZToroidalSurface`. To include it as part of the free boundary calculation, we set the equilibrium surface to be an instance of `FourierCurrentPotentialField` by converting the existing surface:" ] }, { "cell_type": "code", "execution_count": 12, "id": "aca9234e-f099-4fca-be88-149984d26ac2", "metadata": { "tags": [] }, "outputs": [], "source": [ "eq3 = eq2.copy()\n", "eq3.surface = FourierCurrentPotentialField.from_surface(eq3.surface, M_Phi=4)" ] }, { "cell_type": "code", "execution_count": 13, "id": "7dcacd9d-6d61-49a3-900a-890d99ed10a6", "metadata": { "tags": [] }, "outputs": [], "source": [ "constraints = (\n", " ForceBalance(eq=eq3),\n", " FixIota(eq=eq3),\n", " FixPressure(eq=eq3),\n", " FixPsi(eq=eq3),\n", ")\n", "objective = ObjectiveFunction(BoundaryError(eq=eq3, field=ext_field, field_fixed=True))" ] }, { "cell_type": "code", "execution_count": 14, "id": "e7f94a20-9fdd-457e-8023-cc3e301cae39", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Boundary error\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 315 ms\n", "Timer: Objective build = 413 ms\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 38.5 ms\n", "Timer: Objective build = 134 ms\n", "Timer: Proximal projection build = 2.39 sec\n", "Building objective: fixed iota\n", "Building objective: fixed pressure\n", "Building objective: fixed Psi\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Timer: Objective build = 419 ms\n", "Timer: Linear constraint projection build = 749 ms\n", "Number of parameters: 11\n", "Number of objectives: 123\n", "Timer: Initializing the optimization = 3.61 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 8.049e-06 4.399e-03 \n", " 1 7 7.959e-06 8.966e-08 1.069e+02 1.255e-03 \n", " 2 8 7.796e-06 1.632e-07 5.337e+01 1.049e-03 \n", " 3 9 7.765e-06 3.109e-08 1.151e+02 3.622e-04 \n", " 4 10 7.722e-06 4.248e-08 2.062e+01 1.530e-04 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 7.722e-06\n", " Total delta_x: 1.187e+02\n", " Iterations: 4\n", " Function evaluations: 10\n", " Jacobian evaluations: 5\n", "Timer: Solution time = 40.4 sec\n", "Timer: Avg time per step = 8.08 sec\n", "\n", "==============================================================================================================\n", "\n", " Start --> End\n", "Total (sum of squares): 8.049e-06 --> 7.722e-06, \n", "Maximum absolute Boundary normal field error: 1.170e-04 --> 8.649e-05 (T*m^2)\n", "Minimum absolute Boundary normal field error: 5.431e-08 --> 5.433e-08 (T*m^2)\n", "Average absolute Boundary normal field error: 6.473e-05 --> 4.596e-05 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.090e-04 --> 8.057e-05 (normalized)\n", "Minimum absolute Boundary normal field error: 5.060e-08 --> 5.061e-08 (normalized)\n", "Average absolute Boundary normal field error: 6.030e-05 --> 4.282e-05 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 2.053e-04 --> 1.989e-04 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 5.639e-06 --> 7.496e-06 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 1.043e-04 --> 1.051e-04 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 9.116e-04 --> 8.833e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 2.504e-05 --> 3.329e-05 (normalized)\n", "Average absolute Boundary magnetic pressure error: 4.631e-04 --> 4.666e-04 (normalized)\n", "Maximum absolute Boundary field jump error: 7.271e-04 --> 6.503e-04 (T*m^2)\n", "Minimum absolute Boundary field jump error: 1.556e-05 --> 3.899e-05 (T*m^2)\n", "Average absolute Boundary field jump error: 3.056e-04 --> 2.913e-04 (T*m^2)\n", "Maximum absolute Boundary field jump error: 6.774e-04 --> 6.058e-04 (normalized)\n", "Minimum absolute Boundary field jump error: 1.449e-05 --> 3.632e-05 (normalized)\n", "Average absolute Boundary field jump error: 2.847e-04 --> 2.713e-04 (normalized)\n", "Maximum absolute Force error: 1.999e+01 --> 1.998e+01 (N)\n", "Minimum absolute Force error: 7.638e-03 --> 4.495e-03 (N)\n", "Average absolute Force error: 6.325e-01 --> 6.315e-01 (N)\n", "Maximum absolute Force error: 1.130e-05 --> 1.129e-05 (normalized)\n", "Minimum absolute Force error: 4.319e-09 --> 2.542e-09 (normalized)\n", "Average absolute Force error: 3.576e-07 --> 3.571e-07 (normalized)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "R_modes = eq3.surface.R_basis.modes[np.max(np.abs(eq3.surface.R_basis.modes), 1) > 2, :]\n", "Z_modes = eq3.surface.Z_basis.modes[np.max(np.abs(eq3.surface.Z_basis.modes), 1) > 2, :]\n", "bdry_constraints = (\n", " FixBoundaryR(eq=eq3, modes=R_modes),\n", " FixBoundaryZ(eq=eq3, modes=Z_modes),\n", ")\n", "eq3, out = eq3.optimize(\n", " objective,\n", " constraints + bdry_constraints,\n", " optimizer=\"proximal-lsq-exact\",\n", " verbose=3,\n", " options={},\n", ")" ] }, { "cell_type": "markdown", "id": "9e5051fa-133c-468f-8fa1-ff5d625f5f6a", "metadata": { "tags": [] }, "source": [ "We can see that including the sheet current makes very little difference in the final result:" ] }, { "cell_type": "code", "execution_count": 15, "id": "e4b1df9d-4fc9-4dae-8147-8266280f098d", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "VMECIO.plot_vmec_comparison(eq3, \"../../../tests/inputs/wout_solovev_freeb.nc\");" ] }, { "cell_type": "markdown", "id": "2b3cda6e", "metadata": {}, "source": [ "We can see that the normal field error decreased slighlty, though not by much:" ] }, { "cell_type": "code", "execution_count": 16, "id": "ff2b9bbd", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(
,\n", " )" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "desc.plotting.plot_2d(eq3, \"B*n\", field=ext_field)" ] }, { "cell_type": "markdown", "id": "e4758380-3fc5-43d1-8037-17dc5b6ad132", "metadata": {}, "source": [ "We can examine what the surface current looks like by plotting it below, and we see it is indeed quite small, only a few tens of Amps, compared to the plasma current which is ~1000x larger. In this case we could probably get equivalent results without including the sheet current term." ] }, { "cell_type": "code", "execution_count": 17, "id": "bc80bfcb-f3f9-46b2-bcc1-9027fcad050f", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "desc.plotting.plot_2d(eq3.surface, \"K\");" ] }, { "cell_type": "code", "execution_count": 18, "id": "540ce472-3b07-460b-b905-bd311ed80214", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "desc.plotting.plot_1d(eq3, \"current\");" ] }, { "cell_type": "markdown", "id": "c356c9ee-18d8-452e-b8c3-67b016f393c7", "metadata": {}, "source": [ "## Vacuum Stellarator" ] }, { "cell_type": "markdown", "id": "8bb123c5-8892-4457-a8d9-277a022a38eb", "metadata": {}, "source": [ "We'll again use an mgrid file for our background field:" ] }, { "cell_type": "code", "execution_count": 19, "id": "df20a314-be5e-4b1a-95bb-b09129d75428", "metadata": { "tags": [] }, "outputs": [], "source": [ "extcur = [4700.0, 1000.0]\n", "ext_field = SplineMagneticField.from_mgrid(\n", " \"../../../tests/inputs/mgrid_test.nc\", extcur=extcur\n", ")" ] }, { "cell_type": "markdown", "id": "6e0e1136-0af6-4b4a-8764-be0b90556b13", "metadata": {}, "source": [ "For our initial guess, we'll again use a circular torus of approximately the right major and minor radius." ] }, { "cell_type": "code", "execution_count": 20, "id": "33c9cea6-2114-4aad-a8cd-5ec234a1833d", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: force\n", "Precomputing transforms\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 375\n", "Number of objectives: 2450\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "`gtol` condition satisfied.\n", " Current function value: 1.514e-18\n", " Total delta_x: 2.119e-01\n", " Iterations: 66\n", " Function evaluations: 72\n", " Jacobian evaluations: 67\n", "\n", "==============================================================================================================\n", "\n", " Start --> End\n", "Total (sum of squares): 1.158e-02 --> 1.514e-18, \n", "Maximum absolute Force error: 9.655e+03 --> 4.722e-04 (N)\n", "Minimum absolute Force error: 2.406e-13 --> 2.098e-07 (N)\n", "Average absolute Force error: 3.130e+03 --> 3.149e-05 (N)\n", "Maximum absolute Force error: 7.075e-03 --> 3.460e-10 (normalized)\n", "Minimum absolute Force error: 1.763e-19 --> 1.537e-13 (normalized)\n", "Average absolute Force error: 2.293e-03 --> 2.307e-11 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "surf = FourierRZToroidalSurface(\n", " R_lmn=[0.70, 0.10],\n", " modes_R=[[0, 0], [1, 0]],\n", " Z_lmn=[-0.10],\n", " modes_Z=[[-1, 0]],\n", " NFP=5,\n", ")\n", "\n", "eq_init = Equilibrium(M=6, N=6, Psi=-0.035, surface=surf)\n", "eq_init.solve();" ] }, { "cell_type": "code", "execution_count": 21, "id": "6b55df80-bcab-4ef6-bcec-e19f2cdafdc7", "metadata": { "tags": [] }, "outputs": [], "source": [ "eq2 = eq_init.copy()" ] }, { "cell_type": "markdown", "id": "0dd9c20c-eb05-4782-a6e9-a8aede613a2f", "metadata": {}, "source": [ "And again we'll set up our constraints." ] }, { "cell_type": "code", "execution_count": 22, "id": "ecde303f-32a4-4ef6-8622-2cc23b676d30", "metadata": { "tags": [] }, "outputs": [], "source": [ "constraints = (\n", " ForceBalance(eq=eq2),\n", " FixCurrent(eq=eq2),\n", " FixPressure(eq=eq2),\n", " FixPsi(eq=eq2),\n", ")" ] }, { "cell_type": "markdown", "id": "519ed264-e2ac-4422-837d-b42cca1c7caf", "metadata": {}, "source": [ "The `BoundaryError` objective we just used uses the virtual casing principle to compute the plasma component of the magnetic field, required to compute the boundary error. If we know we're solving a vacuum equilibrium, we can skip this calculating since we know the plasma component of the field is zero. This is done in the `VacuumBoundaryError` objective, which is much more efficient for vacuum equilibria." ] }, { "cell_type": "code", "execution_count": 23, "id": "fe3274e8-f62a-437a-b05b-2da626bea153", "metadata": { "tags": [] }, "outputs": [], "source": [ "objective = ObjectiveFunction(\n", " VacuumBoundaryError(eq=eq2, field=ext_field, field_fixed=True)\n", ")" ] }, { "cell_type": "markdown", "id": "4eb8293e-b43e-42d4-97ac-843ccc99c7e3", "metadata": {}, "source": [ "For the optimization, we'll do a \"multigrid\" approach where we first optimize the low order modes, and then the higher ones. For a simple problem like this it probably isn't necessary, but for higher resolution and more complicated shaping this is much more robust." ] }, { "cell_type": "code", "execution_count": 24, "id": "343a1145-fb48-4fe0-a079-4cf15ac08bbe", "metadata": { "scrolled": false, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Vacuum boundary error\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 179 ms\n", "Timer: Objective build = 549 ms\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 41.1 ms\n", "Timer: Objective build = 147 ms\n", "Timer: Proximal projection build = 4.49 sec\n", "Building objective: fixed current\n", "Building objective: fixed pressure\n", "Building objective: fixed Psi\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Timer: Objective build = 645 ms\n", "Timer: Linear constraint projection build = 1.61 sec\n", "Number of parameters: 25\n", "Number of objectives: 1250\n", "Timer: Initializing the optimization = 6.80 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 2.181e+00 1.085e+02 \n", " 1 2 3.556e-01 1.825e+00 7.801e-02 2.755e+01 \n", " 2 3 3.469e-02 3.209e-01 8.714e-02 4.919e+00 \n", " 3 4 1.656e-03 3.303e-02 3.863e-02 7.457e-01 \n", " 4 5 9.891e-04 6.670e-04 3.820e-02 9.394e-01 \n", " 5 6 2.787e-05 9.612e-04 9.914e-03 7.601e-02 \n", " 6 7 5.401e-06 2.247e-05 2.768e-03 9.852e-03 \n", " 7 8 5.231e-06 1.694e-07 1.276e-03 2.415e-03 \n", " 8 9 5.225e-06 6.348e-09 1.319e-04 5.564e-05 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 5.225e-06\n", " Total delta_x: 9.407e-02\n", " Iterations: 8\n", " Function evaluations: 9\n", " Jacobian evaluations: 9\n", "Timer: Solution time = 2.22 min\n", "Timer: Avg time per step = 14.8 sec\n", "\n", "==============================================================================================================\n", "\n", " Start --> End\n", "Total (sum of squares): 2.181e+00 --> 5.225e-06, \n", "Maximum absolute Boundary normal field error: 1.121e-02 --> 1.400e-04 (T*m^2)\n", "Minimum absolute Boundary normal field error: 2.618e-18 --> 4.884e-18 (T*m^2)\n", "Average absolute Boundary normal field error: 4.520e-03 --> 4.658e-05 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.016e-01 --> 1.270e-03 (normalized)\n", "Minimum absolute Boundary normal field error: 2.374e-17 --> 4.428e-17 (normalized)\n", "Average absolute Boundary normal field error: 4.099e-02 --> 4.223e-04 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 6.633e-02 --> 5.365e-05 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 3.862e-02 --> 5.023e-08 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 5.659e-02 --> 1.130e-05 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 3.817e-01 --> 3.088e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 2.223e-01 --> 2.890e-07 (normalized)\n", "Average absolute Boundary magnetic pressure error: 3.256e-01 --> 6.502e-05 (normalized)\n", "Maximum absolute Force error: 4.722e-04 --> 1.270e+01 (N)\n", "Minimum absolute Force error: 2.098e-07 --> 2.579e-04 (N)\n", "Average absolute Force error: 3.149e-05 --> 6.249e-01 (N)\n", "Maximum absolute Force error: 3.460e-10 --> 9.309e-06 (normalized)\n", "Minimum absolute Force error: 1.537e-13 --> 1.890e-10 (normalized)\n", "Average absolute Force error: 2.307e-11 --> 4.579e-07 (normalized)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "\n", "==============================================================================================================\n", "\n", "Timer: Objective build = 11.5 ms\n", "Timer: Proximal projection build = 2.42 sec\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Timer: Objective build = 355 ms\n", "Timer: Linear constraint projection build = 826 ms\n", "Number of parameters: 81\n", "Number of objectives: 1250\n", "Timer: Initializing the optimization = 3.65 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 5.225e-06 1.269e-02 \n", " 1 4 2.895e-07 4.935e-06 2.339e-03 8.111e-03 \n", " 2 6 2.144e-07 7.510e-08 5.449e-04 5.586e-04 \n", " 3 7 1.965e-07 1.798e-08 1.200e-03 2.779e-03 \n", " 4 8 1.684e-07 2.812e-08 1.103e-03 2.737e-03 \n", " 5 9 1.464e-07 2.191e-08 1.049e-03 2.575e-03 \n", " 6 10 1.240e-07 2.243e-08 1.046e-03 2.456e-03 \n", " 7 12 1.069e-07 1.707e-08 5.082e-04 5.178e-04 \n", " 8 13 1.014e-07 5.531e-09 9.959e-04 1.956e-03 \n", " 9 14 9.185e-08 9.564e-09 9.848e-04 1.787e-03 \n", " 10 15 8.490e-08 6.949e-09 9.919e-04 1.724e-03 \n", " 11 16 7.945e-08 5.452e-09 1.003e-03 1.676e-03 \n", " 12 17 7.517e-08 4.279e-09 1.018e-03 1.642e-03 \n", " 13 18 7.218e-08 2.991e-09 1.037e-03 1.625e-03 \n", " 14 19 6.997e-08 2.210e-09 1.055e-03 1.609e-03 \n", " 15 20 6.899e-08 9.848e-10 1.059e-03 1.581e-03 \n", " 16 21 6.392e-08 5.064e-09 2.679e-04 1.106e-04 \n", " 17 22 6.369e-08 2.372e-10 5.300e-04 4.139e-04 \n", " 18 23 6.309e-08 5.974e-10 1.310e-04 2.840e-05 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 6.309e-08\n", " Total delta_x: 1.353e-02\n", " Iterations: 18\n", " Function evaluations: 23\n", " Jacobian evaluations: 19\n", "Timer: Solution time = 2.24 min\n", "Timer: Avg time per step = 7.09 sec\n", "\n", "==============================================================================================================\n", "\n", " Start --> End\n", "Total (sum of squares): 5.225e-06 --> 6.309e-08, \n", "Maximum absolute Boundary normal field error: 1.400e-04 --> 3.109e-05 (T*m^2)\n", "Minimum absolute Boundary normal field error: 4.884e-18 --> 4.705e-18 (T*m^2)\n", "Average absolute Boundary normal field error: 4.658e-05 --> 3.024e-06 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.270e-03 --> 2.819e-04 (normalized)\n", "Minimum absolute Boundary normal field error: 4.428e-17 --> 4.266e-17 (normalized)\n", "Average absolute Boundary normal field error: 4.223e-04 --> 2.742e-05 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 5.365e-05 --> 3.712e-05 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 5.023e-08 --> 3.760e-08 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 1.130e-05 --> 5.133e-06 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 3.088e-04 --> 2.136e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 2.890e-07 --> 2.164e-07 (normalized)\n", "Average absolute Boundary magnetic pressure error: 6.502e-05 --> 2.954e-05 (normalized)\n", "Maximum absolute Force error: 1.270e+01 --> 1.445e+01 (N)\n", "Minimum absolute Force error: 2.579e-04 --> 2.773e-04 (N)\n", "Average absolute Force error: 6.249e-01 --> 9.437e-01 (N)\n", "Maximum absolute Force error: 9.309e-06 --> 1.059e-05 (normalized)\n", "Minimum absolute Force error: 1.890e-10 --> 2.032e-10 (normalized)\n", "Average absolute Force error: 4.579e-07 --> 6.915e-07 (normalized)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "for k in [2, 4]:\n", "\n", " # get modes where |m|, |n| > k\n", " R_modes = eq2.surface.R_basis.modes[\n", " np.max(np.abs(eq2.surface.R_basis.modes), 1) > k, :\n", " ]\n", " Z_modes = eq2.surface.Z_basis.modes[\n", " np.max(np.abs(eq2.surface.Z_basis.modes), 1) > k, :\n", " ]\n", "\n", " # fix those modes\n", " bdry_constraints = (\n", " FixBoundaryR(eq=eq2, modes=R_modes),\n", " FixBoundaryZ(eq=eq2, modes=Z_modes),\n", " )\n", " # optimize\n", " eq2, out = eq2.optimize(\n", " objective,\n", " constraints + bdry_constraints,\n", " optimizer=\"proximal-lsq-exact\",\n", " verbose=3,\n", " options={},\n", " )" ] }, { "cell_type": "markdown", "id": "753236f6-7ed1-4c09-a026-2592996f1513", "metadata": {}, "source": [ "And we see that the boundary has changed quite a lot:" ] }, { "cell_type": "code", "execution_count": 25, "id": "a4d7d0b9-0717-473f-866b-5551a1567f5d", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "desc.plotting.plot_surfaces(eq2);" ] }, { "cell_type": "markdown", "id": "18a4ba9a-9ce7-4b5f-9f5f-69f994d969e1", "metadata": {}, "source": [ "Because this is a vacuum equilibrium, we can verify the free boundary solution by tracing field lines directly from the external field:" ] }, { "cell_type": "code", "execution_count": 26, "id": "58eba11c-74b1-48a8-992c-655a4167878d", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = desc.plotting.plot_surfaces(eq2)\n", "\n", "# for starting locations we'll pick positions on flux surfaces on the outboard midplane\n", "grid_trace = LinearGrid(rho=np.linspace(0, 1, 9))\n", "r0 = eq2.compute(\"R\", grid=grid_trace)[\"R\"]\n", "z0 = eq2.compute(\"Z\", grid=grid_trace)[\"Z\"]\n", "\n", "fig, ax = desc.plotting.poincare_plot(\n", " ext_field, r0, z0, ntransit=200, NFP=eq2.NFP, ax=ax\n", ");" ] }, { "cell_type": "code", "execution_count": null, "id": "22985b39-0e45-4ba7-9637-d7f23581083b", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "desc-env", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 5 }