{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Quadratic Flux Minimizing Surfaces\n", "\n", "Quadratic-Flux-Minimizing (QFM) surfaces are a useful tool in vacuum stellarator optimization, where, given a coil magnetic field, one may extract a surface in space which minimizes the quadratic magnetic flux passing through it, that is,\n", "$$\n", "\\begin{equation}\n", "S = \\arg\\min_S \\int_S |B_n|^2 dS\n", "\\end{equation}\n", "$$\n", "Where $B_n = \\mathbf{B} \\cdot \\mathbf{n}$ is the normal magnetic field on the surface $S$, and the optimization is understood to be done under the constraint of the surface enclosing some amount of net toroidal magnetic flux. The surface $S$ itself is described typically with a double Fourier series in the poloidal and toroidal angles ([See the docs on basis functions for more details](../basis_grid.ipynb)) describing the cylindrical $R$ and $Z$ coordinates of the surface, so the optimization is done by varying the Fourier coefficients describing the surface (or potentially, the magnetic field's degrees of freedom as well). This short notebook will give an example of using QFM surfaces to extrace a surface from a magnetic field, and then solving the interior equilibrum with DESC and comparing it to the original magnetic field." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "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", "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": null, "metadata": {}, "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" ] }, { "cell_type": "markdown", "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, "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, "metadata": {}, "outputs": [], "source": [ "from desc.objectives import (\n", " SurfaceQuadraticFlux,\n", " ToroidalFlux,\n", " ObjectiveFunction,\n", ")\n", "from desc.magnetic_fields import SplineMagneticField\n", "from desc.geometry import FourierRZToroidalSurface\n", "from desc.optimize import Optimizer\n", "from desc.grid import LinearGrid\n", "from desc.plotting import plot_2d, poincare_plot, plot_boundary, plot_surfaces\n", "import numpy as np" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, we will load a magnetic field from an ``mgrid`` file (the same as is used in the [stellarator free boundary notebook](./free_boundary_equilibrium.ipynb))" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "extcur = [4700.0, 1000.0]\n", "field = SplineMagneticField.from_mgrid(\n", " \"../../../tests/inputs/mgrid_test.nc\", extcur=extcur\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our initial surface is a circular surface, which we see is not well-approximating any flux surfaces in this vacuum field." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "surface0 = FourierRZToroidalSurface(\n", " R_lmn=[0.7, 0.1],\n", " modes_R=[[0, 0], [1, 0]],\n", " Z_lmn=[-0.1],\n", " modes_Z=[[-1, 0]],\n", " sym=True,\n", " NFP=field.NFP,\n", " M=6,\n", " N=6,\n", ")\n", "fig, ax = plot_surfaces(surface0, rho=1.0, theta=0)\n", "poincare_plot(\n", " field,\n", " R0=np.linspace(0.7, 0.8, 10),\n", " Z0=np.zeros(10),\n", " ax=ax,\n", " NFP=field.NFP,\n", " ntransit=50,\n", ");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's setup the optimization problem to find the QFM surface." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Surface Quadratic Flux\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 934 ms\n", "Timer: Objective build = 978 ms\n", "Building objective: toroidal-flux\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 530 ms\n", "Timer: Objective build = 1.22 sec\n", "Number of parameters: 169\n", "Number of objectives: 625\n", "Number of equality constraints: 1\n", "Number of inequality constraints: 0\n", "Timer: Initializing the optimization = 2.37 sec\n", "\n", "Starting optimization\n", "Using method: lsq-auglag\n", "Solver options:\n", "------------------------------------------------------------\n", "Maximum Function Evaluations : 2501\n", "Maximum Allowed Total Δx Norm : inf\n", "Scaled Termination : True\n", "Trust Region Method : qr\n", "Initial Trust Radius : 2.519e-01\n", "Maximum Trust Radius : inf\n", "Minimum Trust Radius : 2.220e-16\n", "Trust Radius Increase Ratio : 4.000e+00\n", "Trust Radius Decrease Ratio : 2.500e-01\n", "Trust Radius Increase Threshold : 7.500e-01\n", "Trust Radius Decrease Threshold : 5.000e-01\n", "Alpha Omega : 1.000e+00\n", "Beta Omega : 1.000e+00\n", "Alpha Eta : 1.000e-01\n", "Beta Eta : 9.000e-01\n", "Omega : 1.000e-02\n", "Eta : 1.000e-02\n", "Tau : 9.000e-01\n", "------------------------------------------------------------ \n", "\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality Constr viol. Penalty param max(|mltplr|) \n", " 0 1 6.632e+01 9.991e+00 1.383e-02 1.000e+01 0.000e+00 \n", " 1 2 6.099e+01 5.329e+00 2.309e-03 9.376e+00 1.441e-02 1.000e+01 0.000e+00 \n", " 2 3 4.257e+01 1.843e+01 9.279e-03 7.151e+00 1.665e-02 1.000e+01 0.000e+00 \n", " 3 4 5.031e+00 3.753e+01 3.739e-02 1.583e+00 2.437e-02 1.000e+01 0.000e+00 \n", " 4 5 5.034e+00 -2.830e-03 1.384e-01 1.873e+00 2.534e-03 1.000e+01 0.000e+00 \n", " 5 6 1.305e-01 4.904e+00 2.762e-02 2.340e-01 1.459e-04 1.000e+01 0.000e+00 \n", " 6 8 3.707e-03 1.268e-01 8.902e-03 3.072e-02 9.054e-04 1.000e+01 0.000e+00 \n", " 7 10 6.144e-04 3.092e-03 3.706e-03 1.288e-02 1.066e-03 1.000e+01 0.000e+00 \n", " 8 12 2.904e-04 3.240e-04 3.565e-03 9.099e-03 7.678e-04 1.000e+01 0.000e+00 \n", " 9 13 1.215e-04 1.689e-04 3.095e-03 4.758e-03 3.251e-04 1.000e+01 0.000e+00 \n", " 10 15 2.765e-05 9.384e-05 6.619e-04 3.506e-04 2.391e-04 1.000e+01 2.391e-03 \n", " 11 17 2.617e-05 1.487e-06 8.471e-04 3.374e-04 8.699e-06 1.000e+01 2.391e-03 \n", " 12 19 2.494e-05 1.225e-06 5.958e-04 3.091e-04 5.704e-05 1.000e+01 2.391e-03 \n", " 13 21 2.389e-05 1.046e-06 6.454e-04 2.430e-04 7.572e-05 1.000e+01 2.391e-03 \n", " 14 23 2.307e-05 8.274e-07 6.645e-04 3.017e-04 8.494e-05 1.000e+01 2.391e-03 \n", " 15 25 2.229e-05 7.765e-07 6.630e-04 3.207e-04 9.258e-05 1.000e+01 2.391e-03 \n", " 16 27 2.165e-05 6.393e-07 7.073e-04 3.783e-04 9.970e-05 1.000e+01 2.391e-03 \n", " 17 28 2.114e-05 5.065e-07 7.595e-04 4.403e-04 1.063e-04 1.000e+01 2.391e-03 \n", " 18 29 2.065e-05 4.970e-07 7.594e-04 4.348e-04 1.121e-04 1.000e+01 2.391e-03 \n", " 19 30 2.016e-05 4.917e-07 7.323e-04 3.903e-04 1.171e-04 1.000e+01 2.391e-03 \n", " 20 31 1.966e-05 4.920e-07 6.975e-04 3.288e-04 1.213e-04 1.000e+01 2.391e-03 \n", " 21 32 1.917e-05 4.923e-07 6.650e-04 2.634e-04 1.249e-04 1.000e+01 2.391e-03 \n", " 22 33 1.871e-05 4.593e-07 6.489e-04 2.590e-04 1.283e-04 1.000e+01 2.391e-03 \n", " 23 34 1.832e-05 3.949e-07 6.559e-04 2.786e-04 1.317e-04 1.000e+01 2.391e-03 \n", " 24 35 1.798e-05 3.370e-07 6.694e-04 2.926e-04 1.352e-04 1.000e+01 2.391e-03 \n", " 25 36 1.768e-05 2.969e-07 6.753e-04 2.903e-04 1.387e-04 1.000e+01 2.391e-03 \n", " 26 37 1.742e-05 2.630e-07 6.762e-04 2.783e-04 1.421e-04 1.000e+01 2.391e-03 \n", " 27 38 1.718e-05 2.355e-07 6.771e-04 2.643e-04 1.454e-04 1.000e+01 2.391e-03 \n", " 28 39 1.697e-05 2.189e-07 6.793e-04 2.504e-04 1.484e-04 1.000e+01 2.391e-03 \n", " 29 40 1.676e-05 2.100e-07 6.822e-04 2.419e-04 1.512e-04 1.000e+01 2.391e-03 \n", " 30 41 1.648e-05 2.733e-07 1.695e-04 1.496e-05 1.523e-04 1.000e+01 8.679e-04 \n", " 31 42 1.640e-05 8.553e-08 7.492e-04 2.359e-04 8.296e-06 1.000e+01 8.679e-04 \n", " 32 43 1.611e-05 2.846e-07 1.698e-04 1.431e-05 5.094e-06 1.000e+01 8.679e-04 \n", " 33 45 1.606e-05 4.795e-08 1.708e-04 1.412e-05 5.143e-06 1.000e+01 8.679e-04 \n", " 34 47 1.602e-05 4.680e-08 1.713e-04 1.381e-05 5.616e-06 1.000e+01 8.679e-04 \n", " 35 49 1.597e-05 4.607e-08 1.717e-04 1.360e-05 6.150e-06 1.000e+01 8.679e-04 \n", " 36 51 1.593e-05 4.542e-08 1.721e-04 1.341e-05 6.690e-06 1.000e+01 8.679e-04 \n", " 37 53 1.588e-05 4.478e-08 1.725e-04 1.325e-05 7.238e-06 1.000e+01 8.679e-04 \n", " 38 55 1.584e-05 4.414e-08 1.729e-04 1.310e-05 7.782e-06 1.000e+01 8.679e-04 \n", " 39 57 1.579e-05 4.350e-08 1.733e-04 1.294e-05 8.301e-06 1.000e+01 8.679e-04 \n", " 40 59 1.575e-05 4.285e-08 1.737e-04 1.280e-05 8.813e-06 1.000e+01 8.679e-04 \n", " 41 61 1.571e-05 4.219e-08 1.742e-04 1.266e-05 9.320e-06 1.000e+01 8.679e-04 \n", " 42 63 1.567e-05 4.151e-08 1.747e-04 1.252e-05 9.823e-06 1.000e+01 8.679e-04 \n", " 43 65 1.563e-05 4.083e-08 1.751e-04 1.238e-05 1.032e-05 1.000e+01 8.679e-04 \n", " 44 67 1.559e-05 4.016e-08 1.757e-04 1.224e-05 1.081e-05 1.000e+01 8.679e-04 \n", " 45 69 1.555e-05 3.948e-08 1.762e-04 1.213e-05 1.130e-05 1.000e+01 8.679e-04 \n", " 46 71 1.551e-05 3.879e-08 1.767e-04 1.203e-05 1.179e-05 1.000e+01 8.679e-04 \n", " 47 73 1.547e-05 3.810e-08 1.772e-04 1.193e-05 1.227e-05 1.000e+01 8.679e-04 \n", " 48 75 1.543e-05 3.741e-08 1.777e-04 1.183e-05 1.274e-05 1.000e+01 8.679e-04 \n", " 49 77 1.540e-05 3.672e-08 1.782e-04 1.173e-05 1.320e-05 1.000e+01 8.679e-04 \n", " 50 79 1.536e-05 3.606e-08 1.787e-04 1.163e-05 1.367e-05 1.000e+01 8.679e-04 \n", " 51 81 1.532e-05 3.541e-08 1.793e-04 1.154e-05 1.413e-05 1.000e+01 8.679e-04 \n", " 52 83 1.529e-05 3.478e-08 1.798e-04 1.145e-05 1.459e-05 1.000e+01 8.679e-04 \n", " 53 85 1.526e-05 3.416e-08 1.805e-04 1.135e-05 1.504e-05 1.000e+01 8.679e-04 \n", " 54 87 1.522e-05 3.357e-08 1.811e-04 1.122e-05 1.546e-05 1.000e+01 8.679e-04 \n", " 55 89 1.519e-05 3.300e-08 1.817e-04 1.106e-05 1.587e-05 1.000e+01 8.679e-04 \n", " 56 91 1.516e-05 3.246e-08 1.823e-04 1.087e-05 1.625e-05 1.000e+01 8.679e-04 \n", " 57 93 1.512e-05 3.196e-08 1.830e-04 1.066e-05 1.661e-05 1.000e+01 8.679e-04 \n", " 58 95 1.509e-05 3.148e-08 1.837e-04 1.043e-05 1.696e-05 1.000e+01 8.679e-04 \n", " 59 97 1.506e-05 3.104e-08 1.845e-04 1.042e-05 1.729e-05 1.000e+01 8.679e-04 \n", " 60 99 1.503e-05 3.064e-08 1.853e-04 1.082e-05 1.763e-05 1.000e+01 8.679e-04 \n", " 61 101 1.500e-05 3.028e-08 1.861e-04 1.119e-05 1.795e-05 1.000e+01 8.679e-04 \n", " 62 103 1.497e-05 2.996e-08 1.870e-04 1.156e-05 1.829e-05 1.000e+01 8.679e-04 \n", " 63 105 1.494e-05 2.967e-08 1.880e-04 1.200e-05 1.866e-05 1.000e+01 8.679e-04 \n", " 64 107 1.491e-05 2.942e-08 1.890e-04 1.240e-05 1.903e-05 1.000e+01 8.679e-04 \n", " 65 109 1.488e-05 2.914e-08 1.897e-04 1.268e-05 1.942e-05 1.000e+01 8.679e-04 \n", " 66 111 1.485e-05 2.883e-08 1.900e-04 1.280e-05 1.983e-05 1.000e+01 8.679e-04 \n", " 67 113 1.483e-05 2.849e-08 1.900e-04 1.283e-05 2.024e-05 1.000e+01 8.679e-04 \n", " 68 115 1.480e-05 2.810e-08 1.895e-04 1.293e-05 2.067e-05 1.000e+01 8.679e-04 \n", " 69 117 1.477e-05 2.767e-08 1.887e-04 1.378e-05 2.109e-05 1.000e+01 8.679e-04 \n", " 70 119 1.474e-05 2.719e-08 1.876e-04 1.455e-05 2.154e-05 1.000e+01 8.679e-04 \n", " 71 121 1.472e-05 2.666e-08 1.862e-04 1.519e-05 2.199e-05 1.000e+01 8.679e-04 \n", " 72 123 1.469e-05 2.607e-08 1.843e-04 1.569e-05 2.245e-05 1.000e+01 8.679e-04 \n", " 73 125 1.466e-05 2.545e-08 1.821e-04 1.599e-05 2.291e-05 1.000e+01 8.679e-04 \n", " 74 127 1.464e-05 2.482e-08 1.798e-04 1.607e-05 2.338e-05 1.000e+01 8.679e-04 \n", " 75 129 1.462e-05 2.418e-08 1.776e-04 1.596e-05 2.384e-05 1.000e+01 8.679e-04 \n", " 76 131 1.459e-05 2.354e-08 1.753e-04 1.559e-05 2.429e-05 1.000e+01 8.679e-04 \n", " 77 133 1.457e-05 2.294e-08 1.729e-04 1.495e-05 2.473e-05 1.000e+01 8.679e-04 \n", " 78 135 1.455e-05 2.237e-08 1.710e-04 1.402e-05 2.517e-05 1.000e+01 8.679e-04 \n", " 79 137 1.452e-05 2.185e-08 1.693e-04 1.292e-05 2.559e-05 1.000e+01 8.679e-04 \n", " 80 139 1.450e-05 2.140e-08 1.677e-04 1.243e-05 2.598e-05 1.000e+01 8.679e-04 \n", " 81 141 1.448e-05 2.100e-08 1.663e-04 1.269e-05 2.635e-05 1.000e+01 8.679e-04 \n", " 82 143 1.446e-05 2.066e-08 1.652e-04 1.285e-05 2.671e-05 1.000e+01 8.679e-04 \n", " 83 145 1.444e-05 2.038e-08 1.643e-04 1.288e-05 2.705e-05 1.000e+01 8.679e-04 \n", " 84 147 1.442e-05 2.015e-08 1.637e-04 1.273e-05 2.736e-05 1.000e+01 8.679e-04 \n", " 85 149 1.440e-05 1.994e-08 1.633e-04 1.235e-05 2.766e-05 1.000e+01 8.679e-04 \n", " 86 151 1.438e-05 1.976e-08 1.630e-04 1.174e-05 2.793e-05 1.000e+01 8.679e-04 \n", " 87 153 1.436e-05 1.957e-08 1.631e-04 1.098e-05 2.819e-05 1.000e+01 8.679e-04 \n", " 88 155 1.434e-05 1.940e-08 1.635e-04 1.037e-05 2.844e-05 1.000e+01 8.679e-04 \n", " 89 157 1.432e-05 1.923e-08 1.643e-04 1.080e-05 2.868e-05 1.000e+01 8.679e-04 \n", " 90 159 1.430e-05 1.906e-08 1.652e-04 1.172e-05 2.891e-05 1.000e+01 8.679e-04 \n", " 91 161 1.429e-05 1.890e-08 1.660e-04 1.264e-05 2.913e-05 1.000e+01 8.679e-04 \n", " 92 163 1.427e-05 1.876e-08 1.667e-04 1.348e-05 2.934e-05 1.000e+01 8.679e-04 \n", " 93 165 1.425e-05 1.863e-08 1.670e-04 1.421e-05 2.954e-05 1.000e+01 8.679e-04 \n", " 94 167 1.423e-05 1.854e-08 1.671e-04 1.478e-05 2.973e-05 1.000e+01 8.679e-04 \n", " 95 169 1.421e-05 1.849e-08 1.666e-04 1.512e-05 2.991e-05 1.000e+01 8.679e-04 \n", " 96 171 1.419e-05 1.849e-08 1.658e-04 1.523e-05 3.006e-05 1.000e+01 8.679e-04 \n", " 97 173 1.417e-05 1.854e-08 1.645e-04 1.514e-05 3.020e-05 1.000e+01 8.679e-04 \n", " 98 175 1.416e-05 1.862e-08 1.631e-04 1.494e-05 3.037e-05 1.000e+01 8.679e-04 \n", " 99 177 1.414e-05 1.875e-08 1.614e-04 1.455e-05 3.053e-05 1.000e+01 8.679e-04 \n", " 100 179 1.412e-05 1.890e-08 1.595e-04 1.405e-05 3.067e-05 1.000e+01 8.679e-04 \n", " 101 181 1.410e-05 1.906e-08 1.576e-04 1.342e-05 3.081e-05 1.000e+01 8.679e-04 \n", " 102 183 1.408e-05 1.922e-08 1.558e-04 1.277e-05 3.093e-05 1.000e+01 8.679e-04 \n", " 103 185 1.406e-05 1.935e-08 1.541e-04 1.211e-05 3.105e-05 1.000e+01 8.679e-04 \n", " 104 187 1.404e-05 1.944e-08 1.526e-04 1.147e-05 3.114e-05 1.000e+01 8.679e-04 \n", " 105 189 1.402e-05 1.947e-08 1.513e-04 1.090e-05 3.124e-05 1.000e+01 8.679e-04 \n", " 106 191 1.400e-05 1.944e-08 1.503e-04 1.040e-05 3.134e-05 1.000e+01 8.679e-04 \n", " 107 193 1.398e-05 1.934e-08 1.497e-04 9.995e-06 3.145e-05 1.000e+01 5.534e-04 \n", " 108 195 1.395e-05 3.518e-08 1.653e-04 1.080e-05 1.911e-06 1.000e+01 5.534e-04 \n", " 109 197 1.393e-05 1.974e-08 1.489e-04 9.317e-06 5.394e-07 1.000e+01 5.534e-04 \n", " 110 199 1.391e-05 1.853e-08 1.488e-04 9.286e-06 5.649e-07 1.000e+01 5.534e-04 \n", " 111 201 1.389e-05 1.806e-08 1.487e-04 9.594e-06 6.653e-07 1.000e+01 5.534e-04 \n", " 112 203 1.387e-05 1.758e-08 1.489e-04 1.028e-05 7.743e-07 1.000e+01 5.534e-04 \n", " 113 205 1.386e-05 1.705e-08 1.491e-04 1.097e-05 8.872e-07 1.000e+01 5.534e-04 \n", " 114 207 1.384e-05 1.650e-08 1.494e-04 1.166e-05 1.003e-06 1.000e+01 5.534e-04 \n", " 115 209 1.382e-05 1.592e-08 1.498e-04 1.235e-05 1.118e-06 1.000e+01 5.534e-04 \n", " 116 211 1.381e-05 1.533e-08 1.506e-04 1.301e-05 1.237e-06 1.000e+01 5.534e-04 \n", " 117 213 1.379e-05 1.473e-08 1.519e-04 1.359e-05 1.357e-06 1.000e+01 5.534e-04 \n", " 118 215 1.378e-05 1.412e-08 1.537e-04 1.408e-05 1.479e-06 1.000e+01 5.534e-04 \n", " 119 217 1.377e-05 1.353e-08 1.560e-04 1.451e-05 1.599e-06 1.000e+01 5.534e-04 \n", " 120 219 1.375e-05 1.295e-08 1.588e-04 1.481e-05 1.712e-06 1.000e+01 5.534e-04 \n", " 121 221 1.374e-05 1.240e-08 1.623e-04 1.497e-05 1.819e-06 1.000e+01 5.534e-04 \n", " 122 223 1.373e-05 1.187e-08 1.660e-04 1.502e-05 1.919e-06 1.000e+01 5.534e-04 \n", " 123 225 1.372e-05 1.137e-08 1.697e-04 1.495e-05 2.020e-06 1.000e+01 5.534e-04 \n", " 124 227 1.371e-05 1.092e-08 1.737e-04 1.473e-05 2.114e-06 1.000e+01 5.534e-04 \n", " 125 229 1.370e-05 1.050e-08 1.778e-04 1.647e-05 2.190e-06 1.000e+01 5.534e-04 \n", " 126 231 1.369e-05 1.013e-08 1.817e-04 1.815e-05 2.261e-06 1.000e+01 5.534e-04 \n", " 127 233 1.368e-05 9.794e-09 1.854e-04 1.978e-05 2.331e-06 1.000e+01 5.534e-04 \n", " 128 235 1.367e-05 9.498e-09 1.889e-04 2.124e-05 2.395e-06 1.000e+01 5.534e-04 \n", " 129 237 1.366e-05 9.246e-09 1.921e-04 2.262e-05 2.458e-06 1.000e+01 5.534e-04 \n", " 130 239 1.365e-05 9.040e-09 1.948e-04 2.393e-05 2.521e-06 1.000e+01 5.534e-04 \n", " 131 241 1.364e-05 8.862e-09 1.972e-04 2.511e-05 2.580e-06 1.000e+01 5.534e-04 \n", " 132 243 1.363e-05 8.710e-09 1.992e-04 2.616e-05 2.641e-06 1.000e+01 5.534e-04 \n", " 133 245 1.362e-05 8.569e-09 2.009e-04 2.706e-05 2.701e-06 1.000e+01 5.534e-04 \n", " 134 247 1.361e-05 8.431e-09 2.022e-04 2.767e-05 2.749e-06 1.000e+01 5.534e-04 \n", " 135 249 1.361e-05 8.320e-09 2.031e-04 2.814e-05 2.795e-06 1.000e+01 5.534e-04 \n", " 136 251 1.360e-05 8.211e-09 2.039e-04 2.852e-05 2.843e-06 1.000e+01 5.534e-04 \n", " 137 253 1.359e-05 8.114e-09 2.044e-04 2.874e-05 2.904e-06 1.000e+01 5.534e-04 \n", " 138 255 1.358e-05 8.044e-09 2.047e-04 2.886e-05 2.977e-06 1.000e+01 5.534e-04 \n", " 139 257 1.357e-05 7.964e-09 2.049e-04 2.892e-05 3.048e-06 1.000e+01 5.534e-04 \n", " 140 259 1.357e-05 7.890e-09 2.050e-04 2.893e-05 3.117e-06 1.000e+01 5.534e-04 \n", " 141 261 1.356e-05 7.814e-09 2.049e-04 2.883e-05 3.200e-06 1.000e+01 5.534e-04 \n", " 142 263 1.355e-05 7.758e-09 2.049e-04 2.870e-05 3.288e-06 1.000e+01 5.534e-04 \n", " 143 265 1.354e-05 7.697e-09 2.049e-04 2.858e-05 3.381e-06 1.000e+01 5.534e-04 \n", " 144 267 1.353e-05 7.634e-09 2.047e-04 2.837e-05 3.479e-06 1.000e+01 5.534e-04 \n", " 145 269 1.353e-05 7.592e-09 2.045e-04 2.805e-05 3.580e-06 1.000e+01 5.534e-04 \n", " 146 271 1.352e-05 7.528e-09 2.042e-04 2.768e-05 3.700e-06 1.000e+01 5.534e-04 \n", " 147 273 1.351e-05 7.455e-09 2.041e-04 2.743e-05 3.823e-06 1.000e+01 5.534e-04 \n", " 148 275 1.350e-05 7.395e-09 2.038e-04 2.711e-05 3.954e-06 1.000e+01 5.534e-04 \n", " 149 277 1.350e-05 7.332e-09 2.036e-04 2.675e-05 4.087e-06 1.000e+01 5.534e-04 \n", " 150 279 1.349e-05 7.275e-09 2.034e-04 2.635e-05 4.216e-06 1.000e+01 5.534e-04 \n", " 151 281 1.348e-05 7.211e-09 2.032e-04 2.591e-05 4.342e-06 1.000e+01 5.534e-04 \n", " 152 283 1.348e-05 7.143e-09 2.032e-04 2.546e-05 4.466e-06 1.000e+01 5.534e-04 \n", " 153 285 1.347e-05 7.073e-09 2.032e-04 2.502e-05 4.591e-06 1.000e+01 5.534e-04 \n", " 154 287 1.346e-05 6.999e-09 2.032e-04 2.457e-05 4.719e-06 1.000e+01 5.534e-04 \n", " 155 289 1.345e-05 6.926e-09 2.034e-04 2.415e-05 4.849e-06 1.000e+01 5.534e-04 \n", " 156 291 1.345e-05 6.842e-09 2.037e-04 2.375e-05 4.984e-06 1.000e+01 5.534e-04 \n", " 157 293 1.344e-05 6.747e-09 2.040e-04 2.336e-05 5.122e-06 1.000e+01 5.534e-04 \n", " 158 295 1.343e-05 6.622e-09 2.044e-04 2.302e-05 5.266e-06 1.000e+01 5.534e-04 \n", " 159 297 1.343e-05 6.479e-09 2.038e-04 2.327e-05 5.397e-06 1.000e+01 5.534e-04 \n", " 160 299 1.342e-05 6.340e-09 2.036e-04 2.342e-05 5.512e-06 1.000e+01 5.534e-04 \n", " 161 301 1.342e-05 6.168e-09 2.033e-04 2.353e-05 5.625e-06 1.000e+01 5.534e-04 \n", " 162 303 1.341e-05 5.996e-09 2.030e-04 2.369e-05 5.731e-06 1.000e+01 5.534e-04 \n", " 163 305 1.340e-05 5.847e-09 2.034e-04 2.368e-05 5.821e-06 1.000e+01 5.534e-04 \n", " 164 307 1.340e-05 5.666e-09 2.042e-04 2.363e-05 5.916e-06 1.000e+01 5.534e-04 \n", " 165 309 1.339e-05 5.481e-09 2.042e-04 2.404e-05 5.991e-06 1.000e+01 5.534e-04 \n", " 166 311 1.339e-05 5.267e-09 2.043e-04 2.458e-05 6.074e-06 1.000e+01 5.534e-04 \n", " 167 313 1.338e-05 5.034e-09 2.033e-04 2.545e-05 6.138e-06 1.000e+01 5.534e-04 \n", " 168 315 1.338e-05 4.790e-09 2.023e-04 2.637e-05 6.195e-06 1.000e+01 5.534e-04 \n", " 169 317 1.337e-05 4.556e-09 2.017e-04 2.739e-05 6.255e-06 1.000e+01 5.534e-04 \n", " 170 319 1.337e-05 4.345e-09 2.014e-04 2.834e-05 6.311e-06 1.000e+01 5.534e-04 \n", " 171 321 1.336e-05 4.164e-09 2.012e-04 2.900e-05 6.370e-06 1.000e+01 5.534e-04 \n", " 172 323 1.336e-05 3.975e-09 2.010e-04 2.959e-05 6.415e-06 1.000e+01 5.534e-04 \n", " 173 325 1.336e-05 3.825e-09 2.008e-04 3.007e-05 6.459e-06 1.000e+01 5.534e-04 \n", " 174 327 1.335e-05 3.694e-09 2.009e-04 3.041e-05 6.507e-06 1.000e+01 5.534e-04 \n", " 175 329 1.335e-05 3.565e-09 2.008e-04 3.056e-05 6.549e-06 1.000e+01 5.534e-04 \n", " 176 330 1.335e-05 3.449e-09 2.006e-04 3.074e-05 6.570e-06 1.000e+01 5.534e-04 \n", " 177 331 1.334e-05 3.332e-09 2.003e-04 3.095e-05 6.580e-06 1.000e+01 5.534e-04 \n", " 178 332 1.334e-05 3.262e-09 2.002e-04 3.125e-05 6.578e-06 1.000e+01 5.534e-04 \n", " 179 333 1.334e-05 3.216e-09 2.005e-04 3.147e-05 6.584e-06 1.000e+01 5.534e-04 \n", " 180 334 1.333e-05 3.130e-09 2.010e-04 3.165e-05 6.596e-06 1.000e+01 5.534e-04 \n", " 181 335 1.333e-05 3.017e-09 2.011e-04 3.194e-05 6.607e-06 1.000e+01 5.534e-04 \n", " 182 336 1.333e-05 2.939e-09 2.011e-04 3.232e-05 6.610e-06 1.000e+01 5.534e-04 \n", " 183 337 1.332e-05 2.857e-09 2.008e-04 3.270e-05 6.620e-06 1.000e+01 5.534e-04 \n", " 184 338 1.332e-05 2.767e-09 2.007e-04 3.330e-05 6.630e-06 1.000e+01 5.534e-04 \n", " 185 339 1.332e-05 2.714e-09 2.005e-04 3.381e-05 6.641e-06 1.000e+01 5.534e-04 \n", " 186 340 1.332e-05 2.661e-09 2.003e-04 3.429e-05 6.649e-06 1.000e+01 5.534e-04 \n", " 187 341 1.331e-05 2.633e-09 2.003e-04 3.469e-05 6.651e-06 1.000e+01 5.534e-04 \n", " 188 342 1.331e-05 2.571e-09 2.004e-04 3.517e-05 6.655e-06 1.000e+01 5.534e-04 \n", " 189 343 1.331e-05 2.515e-09 2.006e-04 3.567e-05 6.663e-06 1.000e+01 5.534e-04 \n", " 190 344 1.331e-05 2.546e-09 2.008e-04 3.578e-05 6.670e-06 1.000e+01 5.534e-04 \n", " 191 345 1.330e-05 2.511e-09 2.010e-04 3.618e-05 6.677e-06 1.000e+01 5.534e-04 \n", " 192 346 1.330e-05 2.505e-09 2.012e-04 3.640e-05 6.686e-06 1.000e+01 5.534e-04 \n", " 193 347 1.330e-05 2.553e-09 2.011e-04 3.626e-05 6.706e-06 1.000e+01 5.534e-04 \n", " 194 348 1.330e-05 2.501e-09 2.011e-04 3.640e-05 6.722e-06 1.000e+01 5.534e-04 \n", " 195 349 1.329e-05 2.439e-09 2.014e-04 3.670e-05 6.736e-06 1.000e+01 5.534e-04 \n", " 196 350 1.329e-05 2.543e-09 2.011e-04 3.615e-05 6.751e-06 1.000e+01 5.534e-04 \n", " 197 351 1.329e-05 2.502e-09 2.008e-04 3.579e-05 6.768e-06 1.000e+01 5.534e-04 \n", " 198 352 1.329e-05 2.474e-09 2.007e-04 3.558e-05 6.785e-06 1.000e+01 5.534e-04 \n", " 199 353 1.328e-05 2.468e-09 2.008e-04 3.566e-05 6.803e-06 1.000e+01 5.534e-04 \n", " 200 354 1.328e-05 2.522e-09 2.007e-04 3.553e-05 6.823e-06 1.000e+01 5.534e-04 \n", " 201 355 1.328e-05 2.496e-09 2.010e-04 3.576e-05 6.842e-06 1.000e+01 5.534e-04 \n", " 202 356 1.328e-05 2.608e-09 2.012e-04 3.527e-05 6.865e-06 1.000e+01 5.534e-04 \n", " 203 357 1.327e-05 2.615e-09 2.012e-04 3.503e-05 6.884e-06 1.000e+01 5.534e-04 \n", " 204 358 1.327e-05 2.623e-09 2.010e-04 3.508e-05 6.897e-06 1.000e+01 5.534e-04 \n", " 205 359 1.327e-05 2.716e-09 2.006e-04 3.455e-05 6.914e-06 1.000e+01 5.534e-04 \n", " 206 360 1.326e-05 2.719e-09 2.007e-04 3.423e-05 6.930e-06 1.000e+01 5.534e-04 \n", " 207 361 1.326e-05 2.726e-09 2.004e-04 3.427e-05 6.953e-06 1.000e+01 5.534e-04 \n", " 208 362 1.326e-05 2.783e-09 2.000e-04 3.388e-05 6.983e-06 1.000e+01 5.534e-04 \n", " 209 363 1.326e-05 2.732e-09 2.000e-04 3.395e-05 7.009e-06 1.000e+01 5.534e-04 \n", " 210 364 1.325e-05 2.779e-09 2.000e-04 3.379e-05 7.034e-06 1.000e+01 5.534e-04 \n", " 211 365 1.325e-05 2.763e-09 2.001e-04 3.379e-05 7.056e-06 1.000e+01 5.534e-04 \n", " 212 366 1.325e-05 2.781e-09 2.002e-04 3.368e-05 7.080e-06 1.000e+01 5.534e-04 \n", " 213 367 1.325e-05 2.774e-09 2.002e-04 3.353e-05 7.099e-06 1.000e+01 5.534e-04 \n", " 214 368 1.324e-05 2.752e-09 2.001e-04 3.367e-05 7.106e-06 1.000e+01 5.534e-04 \n", " 215 369 1.324e-05 2.743e-09 2.002e-04 3.402e-05 7.100e-06 1.000e+01 5.534e-04 \n", " 216 370 1.324e-05 2.800e-09 2.000e-04 3.379e-05 7.094e-06 1.000e+01 5.534e-04 \n", " 217 371 1.323e-05 2.768e-09 1.992e-04 3.361e-05 7.093e-06 1.000e+01 5.534e-04 \n", " 218 372 1.323e-05 2.738e-09 1.985e-04 3.332e-05 7.102e-06 1.000e+01 5.534e-04 \n", " 219 373 1.323e-05 2.697e-09 1.980e-04 3.308e-05 7.110e-06 1.000e+01 5.534e-04 \n", " 220 374 1.323e-05 2.643e-09 1.979e-04 3.328e-05 7.121e-06 1.000e+01 5.534e-04 \n", " 221 375 1.322e-05 2.635e-09 1.981e-04 3.348e-05 7.130e-06 1.000e+01 5.534e-04 \n", " 222 376 1.322e-05 2.605e-09 1.983e-04 3.399e-05 7.133e-06 1.000e+01 5.534e-04 \n", " 223 377 1.322e-05 2.566e-09 1.989e-04 3.484e-05 7.128e-06 1.000e+01 5.534e-04 \n", " 224 378 1.322e-05 2.604e-09 1.994e-04 3.555e-05 7.119e-06 1.000e+01 5.534e-04 \n", " 225 379 1.321e-05 2.692e-09 1.995e-04 3.603e-05 7.101e-06 1.000e+01 5.534e-04 \n", " 226 380 1.321e-05 2.781e-09 1.990e-04 3.626e-05 7.068e-06 1.000e+01 5.534e-04 \n", " 227 381 1.321e-05 2.844e-09 1.983e-04 3.628e-05 7.038e-06 1.000e+01 5.534e-04 \n", " 228 382 1.320e-05 2.945e-09 1.978e-04 3.603e-05 7.002e-06 1.000e+01 5.534e-04 \n", " 229 383 1.320e-05 3.091e-09 1.971e-04 3.593e-05 6.957e-06 1.000e+01 5.534e-04 \n", " 230 384 1.320e-05 3.338e-09 1.957e-04 3.549e-05 6.905e-06 1.000e+01 5.534e-04 \n", " 231 385 1.319e-05 3.657e-09 1.937e-04 3.459e-05 6.838e-06 1.000e+01 5.534e-04 \n", " 232 386 1.319e-05 4.098e-09 1.909e-04 3.316e-05 6.753e-06 1.000e+01 5.534e-04 \n", " 233 388 1.319e-05 4.743e-09 1.866e-04 3.079e-05 6.654e-06 1.000e+01 5.534e-04 \n", " 234 390 1.318e-05 5.558e-09 1.807e-04 2.747e-05 6.533e-06 1.000e+01 5.534e-04 \n", " 235 392 1.317e-05 6.548e-09 1.721e-04 2.317e-05 6.403e-06 1.000e+01 5.534e-04 \n", " 236 394 1.317e-05 7.518e-09 1.627e-04 1.877e-05 6.268e-06 1.000e+01 5.534e-04 \n", " 237 396 1.316e-05 8.370e-09 1.545e-04 1.487e-05 6.134e-06 1.000e+01 5.534e-04 \n", " 238 398 1.315e-05 8.942e-09 1.484e-04 1.178e-05 6.006e-06 1.000e+01 5.534e-04 \n", " 239 400 1.314e-05 8.938e-09 1.461e-04 1.119e-05 5.887e-06 1.000e+01 5.534e-04 \n", " 240 402 1.313e-05 8.394e-09 1.470e-04 1.055e-05 5.787e-06 1.000e+01 5.534e-04 \n", " 241 404 1.312e-05 7.450e-09 1.499e-04 9.603e-06 5.710e-06 1.000e+01 5.534e-04 \n", " 242 406 1.312e-05 6.334e-09 1.544e-04 8.654e-06 5.657e-06 1.000e+01 5.534e-04 \n", " 243 408 1.311e-05 5.210e-09 1.614e-04 8.583e-06 5.625e-06 1.000e+01 5.534e-04 \n", " 244 410 1.311e-05 4.126e-09 1.728e-04 1.138e-05 5.621e-06 1.000e+01 5.534e-04 \n", " 245 412 1.311e-05 3.079e-09 1.918e-04 1.483e-05 5.636e-06 1.000e+01 5.534e-04 \n", " 246 414 1.310e-05 2.265e-09 2.128e-04 1.845e-05 5.640e-06 1.000e+01 5.534e-04 \n", " 247 415 1.310e-05 1.612e-09 2.449e-04 2.412e-05 5.666e-06 1.000e+01 5.534e-04 \n", " 248 416 1.310e-05 2.507e-09 6.512e-05 1.648e-06 5.660e-06 1.000e+01 5.534e-04 \n", " 249 418 1.310e-05 4.816e-10 6.733e-05 1.766e-06 5.662e-06 1.000e+01 5.534e-04 \n", " 250 420 1.310e-05 4.580e-10 6.928e-05 1.841e-06 5.665e-06 1.000e+01 5.534e-04 \n", " 251 422 1.310e-05 4.409e-10 7.097e-05 1.900e-06 5.670e-06 1.000e+01 5.534e-04 \n", " 252 424 1.310e-05 4.275e-10 7.243e-05 1.960e-06 5.677e-06 1.000e+01 5.534e-04 \n", " 253 426 1.310e-05 4.155e-10 7.365e-05 2.021e-06 5.685e-06 1.000e+01 5.534e-04 \n", " 254 428 1.310e-05 4.051e-10 7.455e-05 2.081e-06 5.691e-06 1.000e+01 5.534e-04 \n", " 255 430 1.310e-05 3.960e-10 7.520e-05 2.144e-06 5.694e-06 1.000e+01 5.534e-04 \n", " 256 432 1.310e-05 3.859e-10 7.588e-05 2.203e-06 5.706e-06 1.000e+01 5.534e-04 \n", " 257 434 1.309e-05 3.793e-10 7.646e-05 2.255e-06 5.723e-06 1.000e+01 5.534e-04 \n", " 258 436 1.309e-05 3.767e-10 7.692e-05 2.300e-06 5.740e-06 1.000e+01 5.534e-04 \n", " 259 438 1.309e-05 3.750e-10 7.729e-05 2.319e-06 5.755e-06 1.000e+01 5.534e-04 \n", " 260 440 1.309e-05 3.735e-10 7.773e-05 2.337e-06 5.774e-06 1.000e+01 5.534e-04 \n", " 261 442 1.309e-05 3.713e-10 7.794e-05 2.372e-06 5.797e-06 1.000e+01 5.534e-04 \n", " 262 444 1.309e-05 3.734e-10 7.802e-05 2.391e-06 5.815e-06 1.000e+01 5.534e-04 \n", " 263 446 1.309e-05 3.745e-10 7.776e-05 2.391e-06 5.825e-06 1.000e+01 5.534e-04 \n", " 264 448 1.309e-05 3.734e-10 7.754e-05 2.390e-06 5.835e-06 1.000e+01 5.534e-04 \n", " 265 450 1.309e-05 3.730e-10 7.733e-05 2.387e-06 5.843e-06 1.000e+01 5.534e-04 \n", " 266 452 1.309e-05 3.771e-10 7.743e-05 2.391e-06 5.845e-06 1.000e+01 5.534e-04 \n", " 267 454 1.309e-05 3.792e-10 7.759e-05 2.398e-06 5.846e-06 1.000e+01 5.534e-04 \n", " 268 456 1.309e-05 3.794e-10 7.767e-05 2.410e-06 5.847e-06 1.000e+01 5.534e-04 \n", " 269 458 1.309e-05 3.757e-10 7.769e-05 2.435e-06 5.851e-06 1.000e+01 5.534e-04 \n", " 270 460 1.309e-05 3.745e-10 7.777e-05 2.464e-06 5.858e-06 1.000e+01 5.534e-04 \n", " 271 462 1.309e-05 3.754e-10 7.794e-05 2.495e-06 5.864e-06 1.000e+01 5.534e-04 \n", " 272 464 1.309e-05 3.787e-10 7.821e-05 2.541e-06 5.874e-06 1.000e+01 5.534e-04 \n", " 273 466 1.309e-05 3.828e-10 7.862e-05 2.598e-06 5.888e-06 1.000e+01 5.534e-04 \n", " 274 468 1.309e-05 3.867e-10 7.888e-05 2.637e-06 5.908e-06 1.000e+01 5.534e-04 \n", " 275 470 1.309e-05 3.919e-10 7.914e-05 2.680e-06 5.934e-06 1.000e+01 5.534e-04 \n", " 276 472 1.309e-05 4.006e-10 7.949e-05 2.723e-06 5.964e-06 1.000e+01 5.534e-04 \n", " 277 474 1.309e-05 4.117e-10 7.983e-05 2.768e-06 5.996e-06 1.000e+01 5.534e-04 \n", " 278 476 1.309e-05 4.244e-10 8.009e-05 2.816e-06 6.026e-06 1.000e+01 5.534e-04 \n", " 279 478 1.309e-05 4.382e-10 8.034e-05 2.847e-06 6.055e-06 1.000e+01 5.534e-04 \n", " 280 480 1.309e-05 4.546e-10 8.065e-05 2.858e-06 6.081e-06 1.000e+01 5.534e-04 \n", " 281 482 1.309e-05 4.671e-10 8.090e-05 2.873e-06 6.106e-06 1.000e+01 5.534e-04 \n", " 282 484 1.309e-05 4.817e-10 8.118e-05 2.900e-06 6.133e-06 1.000e+01 5.534e-04 \n", " 283 486 1.308e-05 5.077e-10 8.147e-05 2.931e-06 6.158e-06 1.000e+01 5.534e-04 \n", " 284 488 1.308e-05 5.372e-10 8.205e-05 2.935e-06 6.191e-06 1.000e+01 5.534e-04 \n", " 285 490 1.308e-05 5.710e-10 8.245e-05 2.943e-06 6.227e-06 1.000e+01 5.534e-04 \n", " 286 492 1.308e-05 6.049e-10 8.278e-05 2.951e-06 6.268e-06 1.000e+01 5.534e-04 \n", " 287 494 1.308e-05 6.398e-10 8.305e-05 2.951e-06 6.313e-06 1.000e+01 5.534e-04 \n", " 288 496 1.308e-05 6.768e-10 8.325e-05 2.946e-06 6.359e-06 1.000e+01 5.534e-04 \n", " 289 498 1.308e-05 7.136e-10 8.341e-05 2.937e-06 6.406e-06 1.000e+01 5.534e-04 \n", " 290 500 1.308e-05 7.471e-10 8.353e-05 2.927e-06 6.453e-06 1.000e+01 5.534e-04 \n", " 291 502 1.308e-05 7.779e-10 8.342e-05 2.920e-06 6.493e-06 1.000e+01 5.534e-04 \n", " 292 504 1.308e-05 8.030e-10 8.331e-05 2.907e-06 6.532e-06 1.000e+01 5.534e-04 \n", " 293 506 1.308e-05 8.234e-10 8.318e-05 2.897e-06 6.572e-06 1.000e+01 5.534e-04 \n", " 294 508 1.308e-05 8.441e-10 8.307e-05 2.884e-06 6.613e-06 1.000e+01 5.534e-04 \n", " 295 510 1.308e-05 8.657e-10 8.296e-05 2.871e-06 6.649e-06 1.000e+01 5.534e-04 \n", " 296 512 1.308e-05 8.831e-10 8.286e-05 2.860e-06 6.687e-06 1.000e+01 5.534e-04 \n", " 297 514 1.307e-05 8.963e-10 8.274e-05 2.850e-06 6.731e-06 1.000e+01 5.534e-04 \n", " 298 516 1.307e-05 9.111e-10 8.264e-05 2.838e-06 6.777e-06 1.000e+01 5.534e-04 \n", " 299 518 1.307e-05 9.254e-10 8.257e-05 2.823e-06 6.824e-06 1.000e+01 5.534e-04 \n", " 300 520 1.307e-05 9.393e-10 8.257e-05 2.801e-06 6.874e-06 1.000e+01 5.534e-04 \n", " 301 522 1.307e-05 9.539e-10 8.257e-05 2.779e-06 6.925e-06 1.000e+01 5.534e-04 \n", " 302 524 1.307e-05 9.702e-10 8.254e-05 2.755e-06 6.973e-06 1.000e+01 5.534e-04 \n", " 303 526 1.307e-05 9.817e-10 8.256e-05 2.729e-06 7.020e-06 1.000e+01 5.534e-04 \n", " 304 528 1.307e-05 9.936e-10 8.239e-05 2.708e-06 7.054e-06 1.000e+01 5.534e-04 \n", " 305 530 1.307e-05 9.994e-10 8.228e-05 2.683e-06 7.087e-06 1.000e+01 5.534e-04 \n", " 306 532 1.307e-05 1.009e-09 8.223e-05 2.652e-06 7.128e-06 1.000e+01 5.534e-04 \n", " 307 533 1.307e-05 -7.987e-11 3.244e-04 3.863e-05 7.312e-06 1.000e+01 5.534e-04 \n", " 308 534 1.306e-05 5.242e-09 8.301e-05 2.532e-06 7.238e-06 1.000e+01 5.534e-04 \n", " 309 535 1.306e-05 2.055e-10 3.250e-04 3.662e-05 7.368e-06 1.000e+01 5.534e-04 \n", " 310 536 1.306e-05 5.047e-09 8.306e-05 2.348e-06 7.241e-06 1.000e+01 5.534e-04 \n", " 311 537 1.305e-05 3.240e-10 3.238e-04 3.578e-05 7.372e-06 1.000e+01 5.534e-04 \n", " 312 538 1.305e-05 4.788e-09 8.258e-05 2.139e-06 7.262e-06 1.000e+01 5.534e-04 \n", " 313 539 1.305e-05 2.853e-10 3.207e-04 3.811e-05 7.396e-06 1.000e+01 5.534e-04 \n", " 314 540 1.305e-05 4.621e-09 8.220e-05 2.231e-06 7.264e-06 1.000e+01 5.534e-04 \n", " 315 541 1.304e-05 9.738e-11 3.171e-04 3.988e-05 7.392e-06 1.000e+01 5.534e-04 \n", " 316 542 1.304e-05 4.465e-09 8.148e-05 2.451e-06 7.250e-06 1.000e+01 5.534e-04 \n", " 317 544 1.304e-05 8.692e-10 8.065e-05 2.546e-06 7.235e-06 1.000e+01 5.534e-04 \n", " 318 546 1.304e-05 8.477e-10 8.010e-05 2.612e-06 7.227e-06 1.000e+01 5.534e-04 \n", " 319 548 1.304e-05 8.291e-10 7.975e-05 2.651e-06 7.225e-06 1.000e+01 5.534e-04 \n", " 320 550 1.304e-05 8.143e-10 7.949e-05 2.678e-06 7.224e-06 1.000e+01 5.534e-04 \n", " 321 552 1.304e-05 7.990e-10 7.930e-05 2.698e-06 7.224e-06 1.000e+01 5.534e-04 \n", " 322 554 1.304e-05 7.848e-10 7.908e-05 2.708e-06 7.220e-06 1.000e+01 5.534e-04 \n", " 323 556 1.303e-05 7.696e-10 7.889e-05 2.714e-06 7.217e-06 1.000e+01 5.534e-04 \n", " 324 558 1.303e-05 7.538e-10 7.878e-05 2.721e-06 7.214e-06 1.000e+01 5.534e-04 \n", " 325 560 1.303e-05 7.374e-10 7.867e-05 2.727e-06 7.218e-06 1.000e+01 5.534e-04 \n", " 326 562 1.303e-05 7.256e-10 7.865e-05 2.722e-06 7.220e-06 1.000e+01 5.534e-04 \n", " 327 564 1.303e-05 7.107e-10 7.854e-05 2.696e-06 7.225e-06 1.000e+01 5.534e-04 \n", " 328 566 1.303e-05 6.852e-10 7.826e-05 2.670e-06 7.246e-06 1.000e+01 5.534e-04 \n", " 329 568 1.303e-05 6.671e-10 7.785e-05 2.642e-06 7.267e-06 1.000e+01 5.534e-04 \n", " 330 570 1.303e-05 6.504e-10 7.753e-05 2.618e-06 7.287e-06 1.000e+01 5.534e-04 \n", " 331 572 1.303e-05 6.317e-10 7.716e-05 2.591e-06 7.308e-06 1.000e+01 5.534e-04 \n", " 332 574 1.303e-05 6.133e-10 7.665e-05 2.616e-06 7.333e-06 1.000e+01 5.534e-04 \n", " 333 576 1.303e-05 6.028e-10 7.641e-05 2.637e-06 7.356e-06 1.000e+01 5.534e-04 \n", " 334 578 1.303e-05 5.897e-10 7.617e-05 2.655e-06 7.382e-06 1.000e+01 5.534e-04 \n", " 335 580 1.303e-05 5.767e-10 7.581e-05 2.663e-06 7.408e-06 1.000e+01 5.534e-04 \n", " 336 582 1.303e-05 5.604e-10 7.544e-05 2.655e-06 7.439e-06 1.000e+01 5.534e-04 \n", " 337 584 1.303e-05 5.428e-10 7.488e-05 2.649e-06 7.473e-06 1.000e+01 5.534e-04 \n", " 338 586 1.303e-05 5.260e-10 7.427e-05 2.644e-06 7.507e-06 1.000e+01 5.534e-04 \n", " 339 588 1.302e-05 5.086e-10 7.357e-05 2.643e-06 7.540e-06 1.000e+01 5.534e-04 \n", " 340 590 1.302e-05 4.844e-10 7.271e-05 2.640e-06 7.583e-06 1.000e+01 5.534e-04 \n", " 341 592 1.302e-05 4.660e-10 7.180e-05 2.654e-06 7.624e-06 1.000e+01 5.534e-04 \n", " 342 594 1.302e-05 4.473e-10 7.089e-05 2.656e-06 7.665e-06 1.000e+01 5.534e-04 \n", " 343 596 1.302e-05 4.263e-10 6.983e-05 2.668e-06 7.706e-06 1.000e+01 5.534e-04 \n", " 344 598 1.302e-05 4.054e-10 6.863e-05 2.693e-06 7.748e-06 1.000e+01 5.534e-04 \n", " 345 600 1.302e-05 3.859e-10 6.751e-05 2.704e-06 7.789e-06 1.000e+01 5.534e-04 \n", " 346 602 1.302e-05 3.678e-10 6.636e-05 2.698e-06 7.826e-06 1.000e+01 5.534e-04 \n", " 347 604 1.302e-05 3.490e-10 6.521e-05 2.679e-06 7.863e-06 1.000e+01 5.534e-04 \n", " 348 606 1.302e-05 3.304e-10 6.404e-05 2.646e-06 7.899e-06 1.000e+01 5.534e-04 \n", " 349 608 1.302e-05 3.127e-10 6.286e-05 2.599e-06 7.936e-06 1.000e+01 5.534e-04 \n", " 350 610 1.302e-05 2.960e-10 6.168e-05 2.538e-06 7.971e-06 1.000e+01 5.534e-04 \n", " 351 612 1.302e-05 2.804e-10 6.054e-05 2.471e-06 8.007e-06 1.000e+01 5.534e-04 \n", " 352 614 1.302e-05 2.661e-10 5.949e-05 2.399e-06 8.041e-06 1.000e+01 5.534e-04 \n", " 353 616 1.302e-05 2.530e-10 5.844e-05 2.353e-06 8.074e-06 1.000e+01 5.534e-04 \n", " 354 618 1.302e-05 2.433e-10 5.748e-05 2.311e-06 8.102e-06 1.000e+01 5.534e-04 \n", " 355 620 1.302e-05 2.318e-10 5.672e-05 2.309e-06 8.129e-06 1.000e+01 5.534e-04 \n", " 356 622 1.302e-05 2.224e-10 5.550e-05 2.226e-06 8.149e-06 1.000e+01 5.534e-04 \n", " 357 624 1.302e-05 2.112e-10 5.422e-05 2.117e-06 8.167e-06 1.000e+01 5.534e-04 \n", " 358 626 1.302e-05 2.013e-10 5.311e-05 2.021e-06 8.184e-06 1.000e+01 5.534e-04 \n", " 359 628 1.302e-05 1.940e-10 5.239e-05 1.994e-06 8.196e-06 1.000e+01 5.534e-04 \n", " 360 630 1.302e-05 1.864e-10 5.171e-05 1.964e-06 8.207e-06 1.000e+01 5.534e-04 \n", " 361 632 1.302e-05 1.782e-10 5.101e-05 1.912e-06 8.218e-06 1.000e+01 5.534e-04 \n", " 362 634 1.302e-05 1.708e-10 5.037e-05 1.853e-06 8.228e-06 1.000e+01 5.534e-04 \n", " 363 636 1.302e-05 1.636e-10 4.989e-05 1.794e-06 8.239e-06 1.000e+01 5.534e-04 \n", " 364 638 1.302e-05 1.554e-10 4.989e-05 1.837e-06 8.258e-06 1.000e+01 5.534e-04 \n", " 365 640 1.302e-05 1.524e-10 5.004e-05 1.930e-06 8.274e-06 1.000e+01 5.534e-04 \n", " 366 642 1.302e-05 1.492e-10 5.021e-05 2.023e-06 8.290e-06 1.000e+01 5.534e-04 \n", " 367 644 1.302e-05 1.464e-10 5.036e-05 2.103e-06 8.305e-06 1.000e+01 5.534e-04 \n", " 368 646 1.302e-05 1.441e-10 5.074e-05 2.213e-06 8.321e-06 1.000e+01 5.534e-04 \n", " 369 648 1.302e-05 1.421e-10 5.118e-05 2.332e-06 8.337e-06 1.000e+01 5.534e-04 \n", " 370 650 1.302e-05 1.406e-10 5.155e-05 2.432e-06 8.354e-06 1.000e+01 5.534e-04 \n", " 371 652 1.302e-05 1.392e-10 5.188e-05 2.516e-06 8.370e-06 1.000e+01 5.534e-04 \n", " 372 654 1.302e-05 1.388e-10 5.222e-05 2.601e-06 8.387e-06 1.000e+01 5.534e-04 \n", " 373 656 1.302e-05 1.375e-10 5.273e-05 2.719e-06 8.405e-06 1.000e+01 5.534e-04 \n", " 374 658 1.302e-05 1.382e-10 5.243e-05 2.690e-06 8.418e-06 1.000e+01 5.534e-04 \n", " 375 660 1.302e-05 1.370e-10 5.213e-05 2.636e-06 8.428e-06 1.000e+01 5.534e-04 \n", " 376 662 1.302e-05 1.357e-10 5.200e-05 2.602e-06 8.436e-06 1.000e+01 5.534e-04 \n", " 377 664 1.302e-05 1.338e-10 5.199e-05 2.592e-06 8.443e-06 1.000e+01 5.534e-04 \n", " 378 666 1.302e-05 1.323e-10 5.205e-05 2.594e-06 8.451e-06 1.000e+01 5.534e-04 \n", " 379 668 1.302e-05 1.309e-10 5.216e-05 2.605e-06 8.457e-06 1.000e+01 5.534e-04 \n", " 380 670 1.302e-05 1.294e-10 5.230e-05 2.621e-06 8.465e-06 1.000e+01 5.534e-04 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied. (ftol=1.00e-05)\n", " Current function value: 1.302e-05\n", " Constraint violation: 8.465e-06\n", " Total delta_x: 9.170e-02\n", " Iterations: 380\n", " Function evaluations: 670\n", " Jacobian evaluations: 383\n", "Timer: Solution time = 1.28 min\n", "Timer: Avg time per step = 202 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 6.632e+01 --> 1.302e-05, \n", "Maximum absolute QFM surface normal field error: 3.970e-02 --> 5.304e-05 (T m^2)\n", "Minimum absolute QFM surface normal field error: 9.255e-18 --> 1.113e-17 (T m^2)\n", "Average absolute QFM surface normal field error: 1.676e-02 --> 4.210e-06 (T m^2)\n", "Maximum absolute QFM surface normal field error: 5.672e-01 --> 7.577e-04 (normalized)\n", "Minimum absolute QFM surface normal field error: 1.322e-16 --> 1.590e-16 (normalized)\n", "Average absolute QFM surface normal field error: 2.394e-01 --> 6.014e-05 (normalized)\n", "Maximum Toroidal Flux: -2.117e-02 --> -3.501e-02 (Wb)\n", "Minimum Toroidal Flux: -2.117e-02 --> -3.501e-02 (Wb)\n", "Average Toroidal Flux: -2.117e-02 --> -3.501e-02 (Wb)\n", "Maximum Toroidal Flux: -2.117e-02 --> -3.501e-02 (normalized)\n", "Minimum Toroidal Flux: -2.117e-02 --> -3.501e-02 (normalized)\n", "Average Toroidal Flux: -2.117e-02 --> -3.501e-02 (normalized)\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "# SurfaceQuadraticFlux objective is the one to use when trying to minimize quadratic flux for a surface\n", "qflux = SurfaceQuadraticFlux(\n", " surface0,\n", " field,\n", " eval_grid=LinearGrid(M=2 * surface0.M, N=2 * surface0.M, NFP=surface0.NFP),\n", " field_fixed=True, # field is not being optimized\n", " bs_chunk_size=10,\n", ")\n", "# Must include a ToroidalFlux or a Volume target to ensure we don't get a trivial solution of the surface collapsing to a point\n", "target_psi = -0.035\n", "tflux = ToroidalFlux(\n", " surface0,\n", " field,\n", " target=target_psi, # the same toroidal flux as used in the free bdry eq\n", " eq_fixed=False, # we will allow the thing passed in (QFM surface in this case) to vary\n", " field_fixed=True, # field is not being optimized, so we fix it\n", ")\n", "obj = ObjectiveFunction(qflux)\n", "\n", "opt = Optimizer(\"lsq-auglag\")\n", "\n", "(qfm_surf,), _ = opt.optimize(\n", " surface0,\n", " objective=obj,\n", " constraints=(tflux,),\n", " ftol=1e-5,\n", " maxiter=500,\n", " verbose=3,\n", " copy=True,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see that after the optimization, the normal field error is quite small" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_2d(qfm_surf, \"B*n\", field=field, cmap=\"viridis\", log=True);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We also see that the optimized surface is now a good approximation of a flux surface in this vacuum field" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data = qfm_surf.compute([\"R\", \"Z\"], grid=LinearGrid(rho=1.0, theta=0, zeta=0))\n", "fig, ax = plot_surfaces(qfm_surf, rho=1.0, theta=0)\n", "poincare_plot(\n", " field, R0=np.append(data[\"R\"], np.linspace(0.7, 0.8, 9)), Z0=np.zeros(10), ax=ax\n", ");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can use this QFM surface as the surface for a fixed-boundary DESC equilibrium solve, to find the equilibrium field which matches the vacuum field inside this surface. (Alternatively, one could also perform a free-boundary solve, though we know the surface should not change much from this QFM surface)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 805 ms\n", "Timer: Objective build = 1.14 sec\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", "Timer: Objective build = 613 ms\n", "Timer: LinearConstraintProjection build = 5.00 sec\n", "Number of parameters: 628\n", "Number of objectives: 3250\n", "Timer: Initializing the optimization = 6.86 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Solver options:\n", "------------------------------------------------------------\n", "Maximum Function Evaluations : 501\n", "Maximum Allowed Total Δx Norm : inf\n", "Scaled Termination : True\n", "Trust Region Method : qr\n", "Initial Trust Radius : 4.264e+01\n", "Maximum Trust Radius : inf\n", "Minimum Trust Radius : 2.220e-16\n", "Trust Radius Increase Ratio : 2.000e+00\n", "Trust Radius Decrease Ratio : 2.500e-01\n", "Trust Radius Increase Threshold : 7.500e-01\n", "Trust Radius Decrease Threshold : 2.500e-01\n", "------------------------------------------------------------ \n", "\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.949e-01 6.805e-01 \n", " 1 2 2.375e-02 3.711e-01 4.824e-01 5.959e-02 \n", " 2 3 6.834e-04 2.307e-02 1.043e-01 9.521e-03 \n", " 3 4 2.552e-05 6.579e-04 7.154e-02 2.345e-03 \n", " 4 5 1.664e-05 8.882e-06 5.916e-02 1.543e-03 \n", " 5 6 5.739e-06 1.090e-05 4.538e-02 1.006e-03 \n", " 6 7 2.633e-07 5.476e-06 1.325e-02 1.555e-04 \n", " 7 8 1.160e-07 1.473e-07 1.331e-02 9.814e-05 \n", " 8 9 4.818e-08 6.786e-08 1.989e-03 7.832e-06 \n", " 9 10 4.781e-08 3.649e-10 4.063e-03 3.204e-06 \n", " 10 11 4.773e-08 7.782e-11 5.620e-04 4.549e-07 \n", " 11 12 4.773e-08 2.613e-12 1.619e-03 3.917e-07 \n", " 12 13 4.773e-08 1.685e-12 3.555e-04 9.319e-08 \n", " 13 14 4.773e-08 2.860e-13 6.708e-04 5.214e-08 \n", " 14 15 4.773e-08 1.322e-13 2.244e-04 2.553e-08 \n", " 15 16 4.773e-08 5.043e-14 2.973e-04 1.175e-08 \n", " 16 17 4.773e-08 2.478e-14 1.352e-04 6.736e-09 \n", "`gtol` condition satisfied. (gtol=1.00e-08)\n", " Current function value: 4.773e-08\n", " Total delta_x: 4.076e-01\n", " Iterations: 16\n", " Function evaluations: 17\n", " Jacobian evaluations: 17\n", "Timer: Solution time = 20.6 sec\n", "Timer: Avg time per step = 1.21 sec\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.949e-01 --> 4.773e-08, \n", "Maximum absolute Force error: 9.665e+04 --> 5.936e+01 (N)\n", "Minimum absolute Force error: 1.263e-01 --> 1.017e-04 (N)\n", "Average absolute Force error: 4.629e+03 --> 1.594e+00 (N)\n", "Maximum absolute Force error: 2.254e-01 --> 1.385e-04 (normalized)\n", "Minimum absolute Force error: 2.946e-07 --> 2.372e-10 (normalized)\n", "Average absolute Force error: 1.080e-02 --> 3.718e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 1.395e-17 (m)\n", "Z boundary error: 0.000e+00 --> 1.813e-18 (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": [ "from desc.equilibrium import Equilibrium\n", "\n", "eq = Equilibrium(surface=qfm_surf, Psi=-0.035, L=8, M=6, N=6)\n", "eq.solve(verbose=3, ftol=1e-8);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we compare the solve equilibrium's flux surfaces with the vacuum field Poincare plot and confirm that indeed, the equilibrium matches the vacuum field as expected." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid = LinearGrid(L=5)\n", "data = eq.compute([\"R\", \"Z\"], grid=grid)\n", "fig, ax = plot_surfaces(eq, rho=grid.nodes[:, 0], rho_lw=2)\n", "poincare_plot(field, R0=data[\"R\"], Z0=data[\"Z\"], ax=ax, NFP=eq.NFP, size=10);" ] } ], "metadata": { "kernelspec": { "display_name": "gpu", "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": "3.12.11" } }, "nbformat": 4, "nbformat_minor": 4 }