{ "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": "markdown", "id": "a24fa40e", "metadata": {}, "source": [ "If you have access to a GPU, uncomment the following two lines before any DESC or JAX related imports. You should see about an order of magnitude speed improvement with only these two lines of code!" ] }, { "cell_type": "code", "execution_count": 2, "id": "b9473a2e", "metadata": {}, "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" ] }, { "cell_type": "markdown", "id": "2516f73f", "metadata": {}, "source": [ "As mentioned in [DESC Documentation on performance tips](https://desc-docs.readthedocs.io/en/latest/performance_tips.html), one can use compilation cache directory to reduce the compilation overhead time. Note: One needs to create `jax-caches` folder manually." ] }, { "cell_type": "code", "execution_count": 3, "id": "787a4c04", "metadata": {}, "outputs": [], "source": [ "# import jax\n", "\n", "# jax.config.update(\"jax_compilation_cache_dir\", \"../jax-caches\")\n", "# jax.config.update(\"jax_persistent_cache_min_entry_size_bytes\", -1)\n", "# jax.config.update(\"jax_persistent_cache_min_compile_time_secs\", 0)" ] }, { "cell_type": "code", "execution_count": 4, "id": "a9fbc9ca-2ac1-494e-85d7-dcbd7dfae590", "metadata": { "tags": [] }, "outputs": [], "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": 5, "id": "f4dcf86d-c80c-4647-82c5-e36e3f077fd2", "metadata": { "tags": [] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/dpanici/Research/DESC/desc/utils.py:572: UserWarning: mgrid does not appear to contain vector potential information. Vector potential will not be computable.\n", " warnings.warn(msg, err)\n" ] } ], "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": 6, "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", "`gtol` condition satisfied. (gtol=1.00e-08)\n", " Current function value: 5.135e-13\n", " Total delta_x: 3.499e-01\n", " Iterations: 38\n", " Function evaluations: 45\n", " Jacobian evaluations: 39\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 6.012e-02 --> 5.135e-13, \n", "Maximum absolute Force error: 8.028e+04 --> 1.357e+00 (N)\n", "Minimum absolute Force error: 6.175e+00 --> 7.141e-05 (N)\n", "Average absolute Force error: 2.561e+04 --> 6.696e-02 (N)\n", "Maximum absolute Force error: 1.614e-02 --> 2.728e-07 (normalized)\n", "Minimum absolute Force error: 1.242e-06 --> 1.436e-11 (normalized)\n", "Average absolute Force error: 5.148e-03 --> 1.346e-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" ] } ], "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": 7, "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": 8, "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": 9, "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": 10, "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 = 14.8 ms\n", "Timer: Objective build = 701 ms\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 31.0 ms\n", "Timer: Objective build = 38.7 ms\n", "Timer: Objective build = 824 us\n", "Timer: Eq Update LinearConstraintProjection build = 1.39 sec\n", "Timer: Proximal projection build = 2.83 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 = 133 ms\n", "Timer: LinearConstraintProjection build = 960 ms\n", "Number of parameters: 5\n", "Number of objectives: 82\n", "Timer: Initializing the optimization = 3.95 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.145e+00 2.498e+00 \n", " 1 2 3.010e-01 2.844e+00 4.780e-01 7.608e-01 \n", " 2 3 1.039e-02 2.906e-01 4.236e-01 1.078e-01 \n", " 3 4 4.647e-03 5.743e-03 2.706e-01 7.546e-02 \n", " 4 5 1.870e-05 4.629e-03 1.076e-01 4.508e-03 \n", " 5 6 8.599e-07 1.784e-05 1.242e-02 4.459e-05 \n", " 6 7 8.496e-07 1.028e-08 6.442e-03 6.004e-05 \n", " 7 9 8.489e-07 7.707e-10 6.524e-04 1.284e-06 \n", " 8 10 8.475e-07 1.340e-09 1.709e-04 7.323e-07 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied. (ftol=1.00e-02)\n", " Current function value: 8.475e-07\n", " Total delta_x: 5.909e-01\n", " Iterations: 8\n", " Function evaluations: 10\n", " Jacobian evaluations: 9\n", "Timer: Solution time = 19.9 sec\n", "Timer: Avg time per step = 2.22 sec\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.145e+00 --> 8.475e-07, \n", "Maximum absolute Boundary normal field error: 1.426e-02 --> 1.698e-04 (T*m^2)\n", "Minimum absolute Boundary normal field error: 3.630e-08 --> 5.452e-08 (T*m^2)\n", "Average absolute Boundary normal field error: 8.363e-03 --> 7.633e-05 (T*m^2)\n", "Maximum absolute Boundary normal field error: 8.957e-03 --> 1.067e-04 (normalized)\n", "Minimum absolute Boundary normal field error: 2.281e-08 --> 3.426e-08 (normalized)\n", "Average absolute Boundary normal field error: 5.255e-03 --> 4.796e-05 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 3.201e-01 --> 2.174e-04 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 1.924e-01 --> 8.599e-06 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 2.487e-01 --> 1.093e-04 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 5.055e-01 --> 3.433e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 3.038e-01 --> 1.358e-05 (normalized)\n", "Average absolute Boundary magnetic pressure error: 3.928e-01 --> 1.725e-04 (normalized)\n", "Maximum absolute Force error: 1.357e+00 --> 2.900e+01 (N)\n", "Minimum absolute Force error: 7.141e-05 --> 4.174e-04 (N)\n", "Average absolute Force error: 6.696e-02 --> 8.898e-01 (N)\n", "Maximum absolute Force error: 2.728e-07 --> 5.831e-06 (normalized)\n", "Minimum absolute Force error: 1.436e-11 --> 8.392e-11 (normalized)\n", "Average absolute Force error: 1.346e-08 --> 1.789e-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" ] } ], "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": 11, "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": 12, "id": "025dade5-cc41-4ec3-976e-caad5abcc963", "metadata": {}, "outputs": [ { "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": 13, "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": 14, "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": 15, "id": "8c6da7dc", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Boundary error\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 280 ms\n", "Timer: Objective build = 306 ms\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 29.8 ms\n", "Timer: Objective build = 36.9 ms\n", "Timer: Objective build = 791 us\n", "Timer: Eq Update LinearConstraintProjection build = 1.87 sec\n", "Timer: Proximal projection build = 2.56 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 = 66.6 ms\n", "Timer: LinearConstraintProjection build = 717 ms\n", "Number of parameters: 11\n", "Number of objectives: 123\n", "Timer: Initializing the optimization = 3.37 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 5.216e-06 8.773e-04 \n", " 1 8 5.169e-06 4.780e-08 3.320e+01 7.030e-04 \n", " 2 9 5.080e-06 8.853e-08 2.140e+01 4.620e-04 \n", " 3 10 5.008e-06 7.229e-08 5.912e+01 2.789e-04 \n", " 4 11 4.970e-06 3.816e-08 6.486e+01 2.035e-04 \n", " 5 12 4.961e-06 9.095e-09 7.687e+01 4.774e-04 \n", " 6 13 4.938e-06 2.214e-08 2.460e+01 1.822e-04 \n", " 7 14 4.931e-06 7.896e-09 2.278e+01 1.497e-04 \n", " 8 15 4.923e-06 7.128e-09 1.707e+01 1.393e-04 \n", " 9 16 4.911e-06 1.223e-08 3.466e+01 1.241e-04 \n", " 10 17 4.905e-06 6.431e-09 7.031e+01 3.963e-04 \n", " 11 18 4.889e-06 1.620e-08 2.458e+01 1.023e-04 \n", " 12 19 4.885e-06 3.575e-09 2.138e+01 1.192e-04 \n", " 13 20 4.882e-06 2.971e-09 2.014e+01 1.165e-04 \n", " 14 21 4.879e-06 2.746e-09 2.169e+01 1.319e-04 \n", " 15 22 4.877e-06 2.575e-09 2.128e+01 1.226e-04 \n", " 16 23 4.875e-06 2.203e-09 2.200e+01 1.383e-04 \n", " 17 24 4.872e-06 2.144e-09 2.177e+01 1.275e-04 \n", " 18 25 4.871e-06 1.771e-09 2.230e+01 1.433e-04 \n", " 19 26 4.869e-06 1.834e-09 5.723e+00 7.185e-05 \n", "Optimization terminated successfully.\n", "`xtol` condition satisfied. (xtol=1.00e-06)\n", " Current function value: 4.869e-06\n", " Total delta_x: 3.551e+02\n", " Iterations: 19\n", " Function evaluations: 26\n", " Jacobian evaluations: 20\n", "Timer: Solution time = 33.7 sec\n", "Timer: Avg time per step = 1.68 sec\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 5.216e-06 --> 4.869e-06, \n", "Maximum absolute Boundary normal field error: 1.699e-04 --> 1.132e-04 (T*m^2)\n", "Minimum absolute Boundary normal field error: 5.452e-08 --> 5.464e-08 (T*m^2)\n", "Average absolute Boundary normal field error: 7.630e-05 --> 4.474e-05 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.359e-04 --> 9.062e-05 (normalized)\n", "Minimum absolute Boundary normal field error: 4.363e-08 --> 4.372e-08 (normalized)\n", "Average absolute Boundary normal field error: 6.106e-05 --> 3.580e-05 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 2.165e-04 --> 2.176e-04 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 8.356e-06 --> 8.493e-06 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 1.083e-04 --> 1.089e-04 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 7.066e-04 --> 7.102e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 2.728e-05 --> 2.772e-05 (normalized)\n", "Average absolute Boundary magnetic pressure error: 3.535e-04 --> 3.556e-04 (normalized)\n", "Maximum absolute Boundary field jump error: 7.593e-04 --> 6.053e-04 (T*m^2)\n", "Minimum absolute Boundary field jump error: 2.238e-05 --> 1.095e-05 (T*m^2)\n", "Average absolute Boundary field jump error: 3.134e-04 --> 2.966e-04 (T*m^2)\n", "Maximum absolute Boundary field jump error: 6.076e-04 --> 4.844e-04 (normalized)\n", "Minimum absolute Boundary field jump error: 1.791e-05 --> 8.761e-06 (normalized)\n", "Average absolute Boundary field jump error: 2.507e-04 --> 2.373e-04 (normalized)\n", "Maximum absolute Force error: 2.900e+01 --> 1.734e+01 (N)\n", "Minimum absolute Force error: 4.174e-04 --> 2.264e-03 (N)\n", "Average absolute Force error: 8.898e-01 --> 5.552e-01 (N)\n", "Maximum absolute Force error: 1.205e-05 --> 7.208e-06 (normalized)\n", "Minimum absolute Force error: 1.735e-10 --> 9.409e-10 (normalized)\n", "Average absolute Force error: 3.698e-07 --> 2.308e-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" ] } ], "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", " ftol=1e-4,\n", " # make the equilibrium solve subproblem ftol a bit lower, as we don't expect big changes in\n", " # the equilibrium, so we need to resolve the equilibrium more accurately to capture\n", " # the small changes we will see during this optimization\n", " options={\"solve_options\": {\"ftol\": 1e-4}},\n", ")" ] }, { "cell_type": "markdown", "id": "0907040b", "metadata": {}, "source": [ "If you would like to store the objective values before and after equilibrium solve, you can access them through `out`." ] }, { "cell_type": "code", "execution_count": 16, "id": "c8ab0a4a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total (sum of squares) f 4.8687523300365575e-06\n", "Total (sum of squares) f0 5.216455206408192e-06\n", "Boundary Error: Boundary normal field error: {'f_max': Array(0.00011325, dtype=float64), 'f_min': Array(5.46376214e-08, dtype=float64), 'f_mean': Array(4.47387368e-05, dtype=float64), 'f_max_norm': Array(9.06207745e-05, dtype=float64), 'f_min_norm': Array(4.37205276e-08, dtype=float64), 'f_mean_norm': Array(3.57995302e-05, dtype=float64), 'f0_max': Array(0.00016989, dtype=float64), 'f0_min': Array(5.45234443e-08, dtype=float64), 'f0_mean': Array(7.63039678e-05, dtype=float64), 'f0_max_norm': Array(0.00013594, dtype=float64), 'f0_min_norm': Array(4.36291641e-08, dtype=float64), 'f0_mean_norm': Array(6.10577408e-05, dtype=float64)}\n", "Boundary Error: Boundary magnetic pressure error: {'f_max': Array(0.00021755, dtype=float64), 'f_min': Array(8.49297807e-06, dtype=float64), 'f_mean': Array(0.00010893, dtype=float64), 'f_max_norm': Array(0.00071016, dtype=float64), 'f_min_norm': Array(2.77237371e-05, dtype=float64), 'f_mean_norm': Array(0.00035558, dtype=float64), 'f0_max': Array(0.00021648, dtype=float64), 'f0_min': Array(8.35566987e-06, dtype=float64), 'f0_mean': Array(0.00010829, dtype=float64), 'f0_max_norm': Array(0.00070664, dtype=float64), 'f0_min_norm': Array(2.72755202e-05, dtype=float64), 'f0_mean_norm': Array(0.0003535, dtype=float64)}\n", "Boundary Error: Boundary field jump error: {'f_max': Array(0.00060534, dtype=float64), 'f_min': Array(1.09488514e-05, dtype=float64), 'f_mean': Array(0.00029656, dtype=float64), 'f_max_norm': Array(0.00048439, dtype=float64), 'f_min_norm': Array(8.76117128e-06, dtype=float64), 'f_mean_norm': Array(0.0002373, dtype=float64), 'f0_max': Array(0.00075926, dtype=float64), 'f0_min': Array(2.23798791e-05, dtype=float64), 'f0_mean': Array(0.00031336, dtype=float64), 'f0_max_norm': Array(0.00060755, dtype=float64), 'f0_min_norm': Array(1.79081756e-05, dtype=float64), 'f0_mean_norm': Array(0.00025075, dtype=float64)}\n", "Force error: f_max 17.34140336661854\n", "Force error: f0_max 29.001158919298163\n", "Force error: f_min 0.002263894250732514\n", "Force error: f0_min 0.0004173751356674048\n", "Force error: f_mean 0.5552396984109594\n", "Force error: f0_mean 0.8898317458671787\n", "Force error: f_max_norm 7.207524524416609e-06\n", "Force error: f0_max_norm 1.2053612947479913e-05\n", "Force error: f_min_norm 9.409315375392297e-10\n", "Force error: f0_min_norm 1.7347163102123938e-10\n", "Force error: f_mean_norm 2.30771619725435e-07\n", "Force error: f0_mean_norm 3.6983651180664084e-07\n", "Fixed iota profile error: f 0.0\n", "Fixed iota profile error: f0 0.0\n", "Fixed pressure profile error: f 0.0\n", "Fixed pressure profile error: f0 0.0\n", "Fixed Psi error: f 0.0\n", "Fixed Psi error: f0 0.0\n", "R boundary error: f 0.0\n", "R boundary error: f0 0.0\n", "Z boundary error: f 0.0\n", "Z boundary error: f0 0.0\n" ] } ], "source": [ "# info[\"Objective values\"] is a dictionary of the objective values\n", "for key in out[\"Objective values\"].keys():\n", " if isinstance(out[\"Objective values\"][key], dict):\n", " for subkey in out[\"Objective values\"][key].keys():\n", " print(key, subkey, out[\"Objective values\"][key][subkey])\n", " # if there are multiple instances of the same objective type,\n", " # there will be a list of dictionaries, each storing the values of the objective\n", " elif isinstance(out[\"Objective values\"][key], list):\n", " for i in range(len(out[\"Objective values\"][key])):\n", " for subkey in out[\"Objective values\"][key][i].keys():\n", " print(key, subkey, out[\"Objective values\"][key][i][subkey])" ] }, { "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": 17, "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": 18, "id": "ff2b9bbd", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "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": 19, "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": 20, "id": "540ce472-3b07-460b-b905-bd311ed80214", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "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": 21, "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": 22, "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: 452\n", "Number of objectives: 2754\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "`gtol` condition satisfied. (gtol=1.00e-08)\n", " Current function value: 1.048e-13\n", " Total delta_x: 1.743e-01\n", " Iterations: 13\n", " Function evaluations: 20\n", " Jacobian evaluations: 14\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.940e-02 --> 1.048e-13, \n", "Maximum absolute Force error: 9.735e+03 --> 8.286e-02 (N)\n", "Minimum absolute Force error: 1.304e-12 --> 3.355e-06 (N)\n", "Average absolute Force error: 3.135e+03 --> 6.444e-03 (N)\n", "Maximum absolute Force error: 9.130e-03 --> 7.771e-08 (normalized)\n", "Minimum absolute Force error: 1.223e-18 --> 3.147e-12 (normalized)\n", "Average absolute Force error: 2.940e-03 --> 6.043e-09 (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" ] } ], "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=8, N=4, Psi=-0.035, surface=surf)\n", "eq_init.solve();" ] }, { "cell_type": "code", "execution_count": 23, "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": 24, "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": 25, "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": 26, "id": "343a1145-fb48-4fe0-a079-4cf15ac08bbe", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Vacuum boundary error\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 589 ms\n", "Timer: Objective build = 1.11 sec\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 44.7 ms\n", "Timer: Objective build = 53.4 ms\n", "Timer: Objective build = 825 us\n", "Timer: Eq Update LinearConstraintProjection build = 1.91 sec\n", "Timer: Proximal projection build = 3.66 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 = 145 ms\n", "Timer: LinearConstraintProjection build = 936 ms\n", "Number of parameters: 25\n", "Number of objectives: 1122\n", "Timer: Initializing the optimization = 4.78 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.555e+00 2.586e+00 \n", " 1 2 5.639e-01 2.991e+00 7.921e-02 7.699e-01 \n", " 2 3 5.481e-02 5.091e-01 9.052e-02 1.804e-01 \n", " 3 4 2.236e-03 5.257e-02 4.124e-02 2.429e-02 \n", " 4 5 1.347e-03 8.891e-04 3.920e-02 1.794e-02 \n", " 5 6 2.913e-05 1.318e-03 9.932e-03 2.200e-03 \n", " 6 7 7.959e-06 2.117e-05 3.940e-03 8.243e-04 \n", " 7 8 6.639e-06 1.321e-06 7.084e-04 1.662e-05 \n", " 8 9 6.637e-06 1.747e-09 2.378e-04 3.523e-06 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied. (ftol=1.00e-02)\n", " Current function value: 6.637e-06\n", " Total delta_x: 9.407e-02\n", " Iterations: 8\n", " Function evaluations: 9\n", " Jacobian evaluations: 9\n", "Timer: Solution time = 1.95 min\n", "Timer: Avg time per step = 13.0 sec\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.555e+00 --> 6.637e-06, \n", "Maximum absolute Boundary normal field error: 1.125e-02 --> 1.312e-04 (T*m^2)\n", "Minimum absolute Boundary normal field error: 2.618e-18 --> 4.862e-18 (T*m^2)\n", "Average absolute Boundary normal field error: 4.524e-03 --> 4.620e-05 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.154e-01 --> 1.346e-03 (normalized)\n", "Minimum absolute Boundary normal field error: 2.685e-17 --> 4.988e-17 (normalized)\n", "Average absolute Boundary normal field error: 4.641e-02 --> 4.739e-04 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 6.635e-02 --> 3.724e-05 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 3.862e-02 --> 1.099e-08 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 5.659e-02 --> 1.086e-05 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 4.888e-01 --> 2.743e-04 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 2.845e-01 --> 8.096e-08 (normalized)\n", "Average absolute Boundary magnetic pressure error: 4.168e-01 --> 7.999e-05 (normalized)\n", "Maximum absolute Force error: 8.286e-02 --> 2.183e+00 (N)\n", "Minimum absolute Force error: 3.355e-06 --> 2.365e-05 (N)\n", "Average absolute Force error: 6.444e-03 --> 8.666e-02 (N)\n", "Maximum absolute Force error: 7.771e-08 --> 2.047e-06 (normalized)\n", "Minimum absolute Force error: 3.147e-12 --> 2.218e-11 (normalized)\n", "Average absolute Force error: 6.043e-09 --> 8.128e-08 (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", "Timer: Objective build = 959 us\n", "Timer: Objective build = 855 us\n", "Timer: Eq Update LinearConstraintProjection build = 92.1 ms\n", "Timer: Proximal projection build = 419 ms\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Timer: Objective build = 81.1 ms\n", "Timer: LinearConstraintProjection build = 838 ms\n", "Number of parameters: 81\n", "Number of objectives: 1122\n", "Timer: Initializing the optimization = 1.37 sec\n", "\n", "Starting optimization\n", "Using method: proximal-lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 6.637e-06 9.405e-04 \n", " 1 4 3.017e-07 6.335e-06 2.330e-03 3.011e-04 \n", " 2 6 1.863e-07 1.154e-07 5.654e-04 3.291e-05 \n", " 3 7 1.505e-07 3.582e-08 1.222e-03 1.330e-04 \n", " 4 8 1.079e-07 4.255e-08 1.053e-03 9.538e-05 \n", " 5 10 9.110e-08 1.681e-08 4.751e-04 1.906e-05 \n", " 6 11 8.097e-08 1.013e-08 9.489e-04 7.551e-05 \n", " 7 12 6.797e-08 1.300e-08 9.628e-04 8.097e-05 \n", " 8 13 5.647e-08 1.149e-08 9.788e-04 8.565e-05 \n", " 9 14 4.619e-08 1.028e-08 9.929e-04 8.750e-05 \n", " 10 15 3.720e-08 8.994e-09 1.003e-03 8.655e-05 \n", " 11 16 2.967e-08 7.533e-09 1.010e-03 8.369e-05 \n", " 12 17 2.369e-08 5.979e-09 1.014e-03 7.971e-05 \n", " 13 18 1.918e-08 4.506e-09 1.015e-03 7.511e-05 \n", " 14 19 1.594e-08 3.239e-09 1.011e-03 7.055e-05 \n", " 15 20 1.395e-08 1.993e-09 1.003e-03 6.735e-05 \n", " 16 21 1.361e-08 3.347e-10 9.961e-04 6.671e-05 \n", " 17 22 8.356e-09 5.257e-09 2.571e-04 5.402e-06 \n", " 18 24 8.233e-09 1.233e-10 1.298e-04 1.333e-06 \n", " 19 25 8.080e-09 1.535e-10 2.585e-04 5.023e-06 \n", " 20 27 7.970e-09 1.093e-10 1.314e-04 1.373e-06 \n", " 21 28 7.838e-09 1.324e-10 2.601e-04 5.048e-06 \n", " 22 30 7.736e-09 1.019e-10 1.320e-04 1.350e-06 \n", " 23 31 7.620e-09 1.160e-10 2.614e-04 4.955e-06 \n", " 24 33 7.523e-09 9.678e-11 1.327e-04 1.297e-06 \n", " 25 34 7.429e-09 9.392e-11 2.636e-04 4.849e-06 \n", " 26 36 7.344e-09 8.572e-11 1.341e-04 1.269e-06 \n", " 27 37 7.270e-09 7.404e-11 2.679e-04 4.802e-06 \n", " 28 38 7.181e-09 8.827e-11 2.724e-04 4.823e-06 \n", " 29 40 7.107e-09 7.410e-11 1.391e-04 1.235e-06 \n", " 30 41 7.058e-09 4.942e-11 2.833e-04 4.823e-06 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied. (ftol=1.00e-02)\n", " Current function value: 7.058e-09\n", " Total delta_x: 1.448e-02\n", " Iterations: 30\n", " Function evaluations: 41\n", " Jacobian evaluations: 31\n", "Timer: Solution time = 2.08 min\n", "Timer: Avg time per step = 4.03 sec\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 6.637e-06 --> 7.058e-09, \n", "Maximum absolute Boundary normal field error: 1.312e-04 --> 4.753e-06 (T*m^2)\n", "Minimum absolute Boundary normal field error: 4.862e-18 --> 4.437e-18 (T*m^2)\n", "Average absolute Boundary normal field error: 4.620e-05 --> 1.367e-06 (T*m^2)\n", "Maximum absolute Boundary normal field error: 1.346e-03 --> 4.876e-05 (normalized)\n", "Minimum absolute Boundary normal field error: 4.988e-17 --> 4.551e-17 (normalized)\n", "Average absolute Boundary normal field error: 4.739e-04 --> 1.403e-05 (normalized)\n", "Maximum absolute Boundary magnetic pressure error: 3.724e-05 --> 3.241e-06 (T^2*m^2)\n", "Minimum absolute Boundary magnetic pressure error: 1.099e-08 --> 1.611e-08 (T^2*m^2)\n", "Average absolute Boundary magnetic pressure error: 1.086e-05 --> 7.005e-07 (T^2*m^2)\n", "Maximum absolute Boundary magnetic pressure error: 2.743e-04 --> 2.387e-05 (normalized)\n", "Minimum absolute Boundary magnetic pressure error: 8.096e-08 --> 1.186e-07 (normalized)\n", "Average absolute Boundary magnetic pressure error: 7.999e-05 --> 5.160e-06 (normalized)\n", "Maximum absolute Force error: 2.183e+00 --> 5.494e+00 (N)\n", "Minimum absolute Force error: 2.365e-05 --> 7.919e-05 (N)\n", "Average absolute Force error: 8.666e-02 --> 1.766e-01 (N)\n", "Maximum absolute Force error: 2.047e-06 --> 5.153e-06 (normalized)\n", "Minimum absolute Force error: 2.218e-11 --> 7.427e-11 (normalized)\n", "Average absolute Force error: 8.128e-08 --> 1.656e-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" ] } ], "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": 27, "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": 28, "id": "58eba11c-74b1-48a8-992c-655a4167878d", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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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": "markdown", "id": "2cb5ee22", "metadata": {}, "source": [ "Note that while one can see a continuum of flux surfaces in the vacuum field, the one that the equilibrium free boundary solution will converge is determined by the value of ``eq2.Psi``, the net enclosed toroidal magnetic flux. For example, if we were to change ``eq2.Psi`` to a smaller value and run free-boundary, the new equilibrium's boundary would converge to an interior flux surface of the original, one corresponding to the smaller net enclosed toroidal flux. " ] } ], "metadata": { "kernelspec": { "display_name": "desc-env-latest", "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 }