{ "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. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "DESC version 0.12.3+864.g55c9d3a11.dirty,using JAX backend, jax version=0.4.35, jaxlib version=0.4.35, dtype=float64\n", "Using device: CPU, with 7.33 GB available memory\n" ] } ], "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": 4, "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": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "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": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: Surface Quadratic Flux\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 1.02 sec\n", "Timer: Objective build = 1.03 sec\n", "Building objective: toroidal-flux\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 442 ms\n", "Timer: Objective build = 1.32 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 = 2.44 sec\n", "\n", "Starting optimization\n", "Using method: lsq-auglag\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality Constr viol. Penalty param max(|mltplr|) \n", " 0 1 6.632e+01 2.104e+03 1.383e-02 1.000e+01 0.000e+00 \n", " 1 2 6.099e+01 5.329e+00 2.309e-03 2.006e+03 1.441e-02 1.000e+01 0.000e+00 \n", " 2 3 4.257e+01 1.843e+01 9.279e-03 1.634e+03 1.665e-02 1.000e+01 0.000e+00 \n", " 3 4 5.031e+00 3.754e+01 3.739e-02 4.605e+02 2.437e-02 1.000e+01 0.000e+00 \n", " 4 5 5.032e+00 -5.593e-04 1.384e-01 6.829e+02 2.530e-03 1.000e+01 0.000e+00 \n", " 5 6 1.301e-01 4.902e+00 2.761e-02 1.545e+02 1.653e-04 1.000e+01 0.000e+00 \n", " 6 8 3.489e-03 1.266e-01 8.836e-03 1.881e+01 8.797e-04 1.000e+01 0.000e+00 \n", " 7 10 6.393e-04 2.850e-03 3.736e-03 6.773e+00 1.053e-03 1.000e+01 0.000e+00 \n", " 8 12 3.011e-04 3.382e-04 3.605e-03 5.149e+00 7.633e-04 1.000e+01 0.000e+00 \n", " 9 13 1.259e-04 1.752e-04 3.131e-03 4.394e+00 3.205e-04 1.000e+01 0.000e+00 \n", " 10 15 2.756e-05 9.835e-05 6.664e-04 4.466e-01 2.356e-04 1.000e+01 0.000e+00 \n", " 11 17 2.582e-05 1.739e-06 5.895e-04 5.394e-01 1.918e-04 1.000e+01 0.000e+00 \n", " 12 18 2.444e-05 1.385e-06 5.742e-04 3.878e-01 1.702e-04 1.000e+01 0.000e+00 \n", " 13 20 2.341e-05 1.022e-06 6.493e-04 2.401e-01 1.584e-04 1.000e+01 0.000e+00 \n", " 14 22 2.259e-05 8.222e-07 6.590e-04 1.766e-01 1.499e-04 1.000e+01 0.000e+00 \n", " 15 24 2.184e-05 7.512e-07 6.695e-04 2.146e-01 1.425e-04 1.000e+01 0.000e+00 \n", " 16 26 2.126e-05 5.819e-07 7.306e-04 2.684e-01 1.356e-04 1.000e+01 0.000e+00 \n", " 17 27 2.076e-05 4.956e-07 7.722e-04 2.277e-01 1.292e-04 1.000e+01 0.000e+00 \n", " 18 28 2.027e-05 4.947e-07 7.612e-04 2.088e-01 1.236e-04 1.000e+01 0.000e+00 \n", " 19 29 1.978e-05 4.910e-07 7.302e-04 2.367e-01 1.188e-04 1.000e+01 0.000e+00 \n", " 20 30 1.929e-05 4.909e-07 6.950e-04 2.560e-01 1.147e-04 1.000e+01 0.000e+00 \n", " 21 31 1.880e-05 4.833e-07 6.653e-04 2.674e-01 1.110e-04 1.000e+01 0.000e+00 \n", " 22 32 1.836e-05 4.374e-07 6.569e-04 2.798e-01 1.074e-04 1.000e+01 0.000e+00 \n", " 23 33 1.799e-05 3.705e-07 6.684e-04 2.892e-01 1.038e-04 1.000e+01 0.000e+00 \n", " 24 34 1.767e-05 3.214e-07 6.786e-04 2.792e-01 1.002e-04 1.000e+01 0.000e+00 \n", " 25 35 1.739e-05 2.831e-07 6.812e-04 2.525e-01 9.675e-05 1.000e+01 0.000e+00 \n", " 26 36 1.714e-05 2.505e-07 6.813e-04 2.202e-01 9.349e-05 1.000e+01 0.000e+00 \n", " 27 37 1.691e-05 2.251e-07 6.825e-04 1.880e-01 9.047e-05 1.000e+01 0.000e+00 \n", " 28 38 1.671e-05 2.084e-07 6.856e-04 1.814e-01 8.763e-05 1.000e+01 0.000e+00 \n", " 29 39 1.643e-05 2.784e-07 1.706e-04 1.131e-02 8.660e-05 1.000e+01 8.660e-04 \n", " 30 40 1.649e-05 -6.093e-08 7.438e-04 1.716e-01 1.049e-06 1.000e+01 8.660e-04 \n", " 31 41 1.625e-05 2.413e-07 1.719e-04 1.122e-02 2.143e-06 1.000e+01 8.660e-04 \n", " 32 43 1.620e-05 4.927e-08 1.718e-04 1.087e-02 3.019e-06 1.000e+01 8.660e-04 \n", " 33 45 1.615e-05 4.865e-08 1.722e-04 1.070e-02 3.635e-06 1.000e+01 8.660e-04 \n", " 34 47 1.610e-05 4.798e-08 1.725e-04 1.057e-02 4.216e-06 1.000e+01 8.660e-04 \n", " 35 49 1.605e-05 4.733e-08 1.728e-04 1.045e-02 4.787e-06 1.000e+01 8.660e-04 \n", " 36 51 1.601e-05 4.670e-08 1.731e-04 1.033e-02 5.348e-06 1.000e+01 8.660e-04 \n", " 37 53 1.596e-05 4.607e-08 1.735e-04 1.022e-02 5.903e-06 1.000e+01 8.660e-04 \n", " 38 55 1.592e-05 4.544e-08 1.738e-04 1.010e-02 6.450e-06 1.000e+01 8.660e-04 \n", " 39 57 1.587e-05 4.481e-08 1.742e-04 9.986e-03 6.991e-06 1.000e+01 7.961e-04 \n", " 40 59 1.582e-05 4.900e-08 1.735e-04 9.898e-03 1.351e-06 1.000e+01 7.961e-04 \n", " 41 61 1.578e-05 4.406e-08 1.748e-04 9.775e-03 1.204e-06 1.000e+01 7.961e-04 \n", " 42 63 1.573e-05 4.294e-08 1.753e-04 9.667e-03 1.652e-06 1.000e+01 7.961e-04 \n", " 43 65 1.569e-05 4.225e-08 1.757e-04 9.542e-03 2.145e-06 1.000e+01 7.961e-04 \n", " 44 67 1.565e-05 4.160e-08 1.760e-04 9.420e-03 2.638e-06 1.000e+01 7.961e-04 \n", " 45 69 1.561e-05 4.095e-08 1.764e-04 9.291e-03 3.123e-06 1.000e+01 7.961e-04 \n", " 46 71 1.557e-05 4.030e-08 1.768e-04 9.164e-03 3.600e-06 1.000e+01 7.961e-04 \n", " 47 73 1.553e-05 3.966e-08 1.773e-04 9.045e-03 4.072e-06 1.000e+01 7.961e-04 \n", " 48 75 1.549e-05 3.903e-08 1.777e-04 8.936e-03 4.539e-06 1.000e+01 7.961e-04 \n", " 49 77 1.545e-05 3.839e-08 1.782e-04 8.832e-03 5.001e-06 1.000e+01 7.961e-04 \n", " 50 79 1.541e-05 3.776e-08 1.786e-04 8.723e-03 5.455e-06 1.000e+01 7.961e-04 \n", " 51 81 1.538e-05 3.713e-08 1.791e-04 8.612e-03 5.904e-06 1.000e+01 7.961e-04 \n", " 52 83 1.534e-05 3.651e-08 1.796e-04 8.502e-03 6.354e-06 1.000e+01 7.961e-04 \n", " 53 85 1.531e-05 3.592e-08 1.802e-04 8.396e-03 6.806e-06 1.000e+01 7.961e-04 \n", " 54 87 1.527e-05 3.536e-08 1.808e-04 8.298e-03 7.254e-06 1.000e+01 7.961e-04 \n", " 55 89 1.524e-05 3.482e-08 1.814e-04 8.186e-03 7.690e-06 1.000e+01 7.961e-04 \n", " 56 91 1.520e-05 3.430e-08 1.821e-04 8.072e-03 8.123e-06 1.000e+01 7.961e-04 \n", " 57 93 1.517e-05 3.381e-08 1.829e-04 7.932e-03 8.530e-06 1.000e+01 7.961e-04 \n", " 58 95 1.513e-05 3.331e-08 1.836e-04 7.797e-03 8.928e-06 1.000e+01 7.961e-04 \n", " 59 97 1.510e-05 3.284e-08 1.842e-04 7.668e-03 9.317e-06 1.000e+01 7.961e-04 \n", " 60 99 1.507e-05 3.241e-08 1.850e-04 7.525e-03 9.696e-06 1.000e+01 7.961e-04 \n", " 61 101 1.504e-05 3.199e-08 1.858e-04 8.042e-03 1.007e-05 1.000e+01 7.961e-04 \n", " 62 103 1.500e-05 3.159e-08 1.865e-04 8.669e-03 1.045e-05 1.000e+01 7.961e-04 \n", " 63 105 1.497e-05 3.122e-08 1.873e-04 9.381e-03 1.084e-05 1.000e+01 7.961e-04 \n", " 64 107 1.494e-05 3.086e-08 1.882e-04 1.017e-02 1.124e-05 1.000e+01 7.961e-04 \n", " 65 109 1.491e-05 3.048e-08 1.887e-04 1.105e-02 1.164e-05 1.000e+01 7.961e-04 \n", " 66 111 1.488e-05 3.009e-08 1.890e-04 1.197e-02 1.207e-05 1.000e+01 7.961e-04 \n", " 67 113 1.485e-05 2.966e-08 1.891e-04 1.289e-02 1.251e-05 1.000e+01 7.961e-04 \n", " 68 115 1.482e-05 2.921e-08 1.887e-04 1.379e-02 1.295e-05 1.000e+01 7.961e-04 \n", " 69 117 1.479e-05 2.871e-08 1.881e-04 1.464e-02 1.340e-05 1.000e+01 7.961e-04 \n", " 70 119 1.477e-05 2.817e-08 1.872e-04 1.540e-02 1.385e-05 1.000e+01 7.961e-04 \n", " 71 121 1.474e-05 2.758e-08 1.860e-04 1.606e-02 1.431e-05 1.000e+01 7.961e-04 \n", " 72 123 1.471e-05 2.696e-08 1.845e-04 1.657e-02 1.478e-05 1.000e+01 7.961e-04 \n", " 73 125 1.469e-05 2.630e-08 1.828e-04 1.690e-02 1.526e-05 1.000e+01 7.961e-04 \n", " 74 127 1.466e-05 2.563e-08 1.809e-04 1.701e-02 1.574e-05 1.000e+01 7.961e-04 \n", " 75 129 1.464e-05 2.495e-08 1.790e-04 1.694e-02 1.620e-05 1.000e+01 7.961e-04 \n", " 76 131 1.461e-05 2.427e-08 1.771e-04 1.662e-02 1.667e-05 1.000e+01 7.961e-04 \n", " 77 133 1.459e-05 2.361e-08 1.753e-04 1.606e-02 1.712e-05 1.000e+01 7.961e-04 \n", " 78 135 1.456e-05 2.299e-08 1.735e-04 1.523e-02 1.756e-05 1.000e+01 7.961e-04 \n", " 79 137 1.454e-05 2.241e-08 1.719e-04 1.468e-02 1.799e-05 1.000e+01 7.961e-04 \n", " 80 139 1.452e-05 2.190e-08 1.708e-04 1.558e-02 1.841e-05 1.000e+01 7.961e-04 \n", " 81 141 1.450e-05 2.144e-08 1.699e-04 1.649e-02 1.881e-05 1.000e+01 7.961e-04 \n", " 82 143 1.448e-05 2.104e-08 1.691e-04 1.739e-02 1.918e-05 1.000e+01 7.961e-04 \n", " 83 145 1.446e-05 2.070e-08 1.685e-04 1.826e-02 1.952e-05 1.000e+01 7.961e-04 \n", " 84 147 1.444e-05 2.041e-08 1.683e-04 1.908e-02 1.985e-05 1.000e+01 7.961e-04 \n", " 85 149 1.442e-05 2.016e-08 1.683e-04 1.980e-02 2.017e-05 1.000e+01 7.961e-04 \n", " 86 151 1.440e-05 1.994e-08 1.685e-04 2.039e-02 2.046e-05 1.000e+01 7.961e-04 \n", " 87 153 1.438e-05 1.974e-08 1.686e-04 2.085e-02 2.073e-05 1.000e+01 7.961e-04 \n", " 88 155 1.436e-05 1.954e-08 1.689e-04 2.111e-02 2.099e-05 1.000e+01 7.961e-04 \n", " 89 157 1.434e-05 1.935e-08 1.694e-04 2.114e-02 2.123e-05 1.000e+01 7.961e-04 \n", " 90 159 1.432e-05 1.918e-08 1.699e-04 2.099e-02 2.147e-05 1.000e+01 7.961e-04 \n", " 91 161 1.430e-05 1.902e-08 1.705e-04 2.064e-02 2.170e-05 1.000e+01 7.961e-04 \n", " 92 163 1.428e-05 1.888e-08 1.710e-04 2.014e-02 2.193e-05 1.000e+01 7.961e-04 \n", " 93 165 1.426e-05 1.876e-08 1.713e-04 1.953e-02 2.214e-05 1.000e+01 7.961e-04 \n", " 94 167 1.424e-05 1.866e-08 1.712e-04 1.884e-02 2.235e-05 1.000e+01 7.961e-04 \n", " 95 169 1.422e-05 1.861e-08 1.708e-04 1.810e-02 2.254e-05 1.000e+01 7.961e-04 \n", " 96 171 1.421e-05 1.859e-08 1.700e-04 1.735e-02 2.273e-05 1.000e+01 7.961e-04 \n", " 97 173 1.419e-05 1.862e-08 1.688e-04 1.663e-02 2.290e-05 1.000e+01 7.961e-04 \n", " 98 175 1.417e-05 1.868e-08 1.671e-04 1.597e-02 2.306e-05 1.000e+01 7.961e-04 \n", " 99 177 1.415e-05 1.879e-08 1.653e-04 1.537e-02 2.323e-05 1.000e+01 7.961e-04 \n", " 100 179 1.413e-05 1.892e-08 1.634e-04 1.486e-02 2.339e-05 1.000e+01 7.961e-04 \n", " 101 181 1.411e-05 1.908e-08 1.614e-04 1.442e-02 2.354e-05 1.000e+01 7.961e-04 \n", " 102 183 1.409e-05 1.924e-08 1.594e-04 1.403e-02 2.367e-05 1.000e+01 7.961e-04 \n", " 103 185 1.407e-05 1.939e-08 1.575e-04 1.367e-02 2.379e-05 1.000e+01 7.961e-04 \n", " 104 187 1.405e-05 1.950e-08 1.558e-04 1.333e-02 2.390e-05 1.000e+01 7.961e-04 \n", " 105 189 1.403e-05 1.956e-08 1.544e-04 1.299e-02 2.401e-05 1.000e+01 7.961e-04 \n", " 106 191 1.401e-05 1.955e-08 1.532e-04 1.263e-02 2.412e-05 1.000e+01 7.961e-04 \n", " 107 193 1.400e-05 1.949e-08 1.522e-04 1.223e-02 2.422e-05 1.000e+01 7.961e-04 \n", " 108 195 1.398e-05 1.934e-08 1.517e-04 1.178e-02 2.433e-05 1.000e+01 7.961e-04 \n", " 109 197 1.396e-05 1.910e-08 1.514e-04 1.127e-02 2.445e-05 1.000e+01 7.961e-04 \n", " 110 199 1.394e-05 1.878e-08 1.511e-04 1.070e-02 2.456e-05 1.000e+01 7.961e-04 \n", " 111 201 1.392e-05 1.839e-08 1.509e-04 1.008e-02 2.468e-05 1.000e+01 7.961e-04 \n", " 112 203 1.390e-05 1.793e-08 1.510e-04 9.380e-03 2.480e-05 1.000e+01 7.961e-04 \n", " 113 205 1.388e-05 1.742e-08 1.511e-04 9.108e-03 2.491e-05 1.000e+01 7.961e-04 \n", " 114 207 1.387e-05 1.687e-08 1.513e-04 9.679e-03 2.504e-05 1.000e+01 7.961e-04 \n", " 115 209 1.385e-05 1.630e-08 1.516e-04 1.025e-02 2.516e-05 1.000e+01 7.961e-04 \n", " 116 211 1.384e-05 1.571e-08 1.521e-04 1.080e-02 2.528e-05 1.000e+01 7.961e-04 \n", " 117 213 1.382e-05 1.511e-08 1.529e-04 1.135e-02 2.541e-05 1.000e+01 7.961e-04 \n", " 118 215 1.381e-05 1.452e-08 1.543e-04 1.182e-02 2.553e-05 1.000e+01 7.961e-04 \n", " 119 217 1.379e-05 1.392e-08 1.563e-04 1.220e-02 2.565e-05 1.000e+01 7.961e-04 \n", " 120 219 1.378e-05 1.334e-08 1.588e-04 1.250e-02 2.577e-05 1.000e+01 7.961e-04 \n", " 121 221 1.377e-05 1.278e-08 1.619e-04 1.270e-02 2.588e-05 1.000e+01 7.961e-04 \n", " 122 223 1.375e-05 1.225e-08 1.654e-04 1.277e-02 2.598e-05 1.000e+01 7.961e-04 \n", " 123 225 1.374e-05 1.175e-08 1.690e-04 1.308e-02 2.608e-05 1.000e+01 7.961e-04 \n", " 124 227 1.373e-05 1.127e-08 1.729e-04 1.470e-02 2.618e-05 1.000e+01 7.961e-04 \n", " 125 229 1.372e-05 1.083e-08 1.767e-04 1.648e-02 2.626e-05 1.000e+01 7.961e-04 \n", " 126 231 1.371e-05 1.043e-08 1.806e-04 1.835e-02 2.634e-05 1.000e+01 7.961e-04 \n", " 127 233 1.370e-05 1.008e-08 1.844e-04 2.014e-02 2.642e-05 1.000e+01 7.961e-04 \n", " 128 235 1.369e-05 9.764e-09 1.880e-04 2.186e-02 2.649e-05 1.000e+01 7.961e-04 \n", " 129 237 1.368e-05 9.483e-09 1.913e-04 2.338e-02 2.656e-05 1.000e+01 7.961e-04 \n", " 130 239 1.367e-05 9.248e-09 1.943e-04 2.486e-02 2.662e-05 1.000e+01 7.961e-04 \n", " 131 241 1.366e-05 9.054e-09 1.969e-04 2.620e-02 2.669e-05 1.000e+01 7.961e-04 \n", " 132 243 1.365e-05 8.888e-09 1.991e-04 2.742e-02 2.675e-05 1.000e+01 7.961e-04 \n", " 133 245 1.364e-05 8.745e-09 2.010e-04 2.849e-02 2.681e-05 1.000e+01 7.961e-04 \n", " 134 247 1.364e-05 8.615e-09 2.026e-04 2.941e-02 2.687e-05 1.000e+01 7.961e-04 \n", " 135 249 1.363e-05 8.479e-09 2.039e-04 3.004e-02 2.692e-05 1.000e+01 7.961e-04 \n", " 136 251 1.362e-05 8.372e-09 2.047e-04 3.050e-02 2.697e-05 1.000e+01 7.961e-04 \n", " 137 253 1.361e-05 8.260e-09 2.055e-04 3.085e-02 2.703e-05 1.000e+01 7.961e-04 \n", " 138 255 1.360e-05 8.184e-09 2.061e-04 3.108e-02 2.709e-05 1.000e+01 7.961e-04 \n", " 139 257 1.359e-05 8.121e-09 2.063e-04 3.117e-02 2.716e-05 1.000e+01 7.961e-04 \n", " 140 259 1.359e-05 8.036e-09 2.064e-04 3.122e-02 2.723e-05 1.000e+01 7.961e-04 \n", " 141 261 1.358e-05 7.953e-09 2.065e-04 3.120e-02 2.731e-05 1.000e+01 7.961e-04 \n", " 142 263 1.357e-05 7.882e-09 2.064e-04 3.108e-02 2.739e-05 1.000e+01 7.961e-04 \n", " 143 265 1.356e-05 7.832e-09 2.064e-04 3.091e-02 2.748e-05 1.000e+01 7.961e-04 \n", " 144 267 1.355e-05 7.769e-09 2.064e-04 3.076e-02 2.758e-05 1.000e+01 7.961e-04 \n", " 145 269 1.355e-05 7.713e-09 2.062e-04 3.053e-02 2.769e-05 1.000e+01 7.961e-04 \n", " 146 271 1.354e-05 7.682e-09 2.060e-04 3.015e-02 2.779e-05 1.000e+01 7.961e-04 \n", " 147 273 1.353e-05 7.612e-09 2.058e-04 2.974e-02 2.791e-05 1.000e+01 7.961e-04 \n", " 148 275 1.352e-05 7.540e-09 2.056e-04 2.944e-02 2.804e-05 1.000e+01 7.961e-04 \n", " 149 277 1.352e-05 7.480e-09 2.054e-04 2.909e-02 2.818e-05 1.000e+01 7.961e-04 \n", " 150 279 1.351e-05 7.422e-09 2.051e-04 2.869e-02 2.831e-05 1.000e+01 7.961e-04 \n", " 151 281 1.350e-05 7.358e-09 2.049e-04 2.825e-02 2.844e-05 1.000e+01 7.961e-04 \n", " 152 283 1.349e-05 7.293e-09 2.048e-04 2.776e-02 2.857e-05 1.000e+01 7.961e-04 \n", " 153 285 1.349e-05 7.223e-09 2.047e-04 2.728e-02 2.870e-05 1.000e+01 7.961e-04 \n", " 154 287 1.348e-05 7.150e-09 2.047e-04 2.679e-02 2.883e-05 1.000e+01 7.961e-04 \n", " 155 289 1.347e-05 7.076e-09 2.048e-04 2.630e-02 2.896e-05 1.000e+01 7.961e-04 \n", " 156 291 1.347e-05 7.000e-09 2.050e-04 2.586e-02 2.909e-05 1.000e+01 7.961e-04 \n", " 157 293 1.346e-05 6.913e-09 2.053e-04 2.543e-02 2.923e-05 1.000e+01 7.961e-04 \n", " 158 295 1.345e-05 6.809e-09 2.056e-04 2.502e-02 2.937e-05 1.000e+01 7.961e-04 \n", " 159 297 1.345e-05 6.665e-09 2.055e-04 2.489e-02 2.951e-05 1.000e+01 7.961e-04 \n", " 160 299 1.344e-05 6.518e-09 2.050e-04 2.511e-02 2.964e-05 1.000e+01 7.961e-04 \n", " 161 301 1.343e-05 6.366e-09 2.048e-04 2.527e-02 2.976e-05 1.000e+01 7.961e-04 \n", " 162 303 1.343e-05 6.186e-09 2.045e-04 2.538e-02 2.988e-05 1.000e+01 7.961e-04 \n", " 163 305 1.342e-05 6.013e-09 2.043e-04 2.555e-02 2.999e-05 1.000e+01 7.961e-04 \n", " 164 307 1.341e-05 5.861e-09 2.050e-04 2.541e-02 3.009e-05 1.000e+01 7.961e-04 \n", " 165 309 1.341e-05 5.670e-09 2.054e-04 2.560e-02 3.017e-05 1.000e+01 7.961e-04 \n", " 166 311 1.340e-05 5.477e-09 2.055e-04 2.603e-02 3.024e-05 1.000e+01 7.961e-04 \n", " 167 313 1.340e-05 5.252e-09 2.053e-04 2.671e-02 3.031e-05 1.000e+01 7.961e-04 \n", " 168 315 1.339e-05 5.009e-09 2.043e-04 2.768e-02 3.037e-05 1.000e+01 7.961e-04 \n", " 169 317 1.339e-05 4.769e-09 2.034e-04 2.866e-02 3.042e-05 1.000e+01 7.961e-04 \n", " 170 319 1.338e-05 4.538e-09 2.030e-04 2.973e-02 3.047e-05 1.000e+01 7.961e-04 \n", " 171 321 1.338e-05 4.329e-09 2.028e-04 3.070e-02 3.053e-05 1.000e+01 7.961e-04 \n", " 172 323 1.338e-05 4.146e-09 2.027e-04 3.140e-02 3.058e-05 1.000e+01 7.961e-04 \n", " 173 325 1.337e-05 3.961e-09 2.023e-04 3.198e-02 3.064e-05 1.000e+01 7.961e-04 \n", " 174 327 1.337e-05 3.822e-09 2.022e-04 3.248e-02 3.068e-05 1.000e+01 7.961e-04 \n", " 175 329 1.336e-05 3.687e-09 2.023e-04 3.282e-02 3.073e-05 1.000e+01 7.961e-04 \n", " 176 330 1.336e-05 3.559e-09 2.020e-04 3.295e-02 3.077e-05 1.000e+01 7.961e-04 \n", " 177 331 1.336e-05 3.440e-09 2.018e-04 3.311e-02 3.079e-05 1.000e+01 7.961e-04 \n", " 178 332 1.335e-05 3.341e-09 2.015e-04 3.329e-02 3.079e-05 1.000e+01 7.961e-04 \n", " 179 333 1.335e-05 3.291e-09 2.016e-04 3.357e-02 3.079e-05 1.000e+01 7.961e-04 \n", " 180 334 1.335e-05 3.232e-09 2.022e-04 3.376e-02 3.080e-05 1.000e+01 7.961e-04 \n", " 181 335 1.334e-05 3.111e-09 2.025e-04 3.401e-02 3.082e-05 1.000e+01 7.961e-04 \n", " 182 336 1.334e-05 3.019e-09 2.026e-04 3.436e-02 3.083e-05 1.000e+01 7.961e-04 \n", " 183 337 1.334e-05 2.934e-09 2.025e-04 3.481e-02 3.083e-05 1.000e+01 7.961e-04 \n", " 184 338 1.333e-05 2.866e-09 2.023e-04 3.526e-02 3.083e-05 1.000e+01 7.961e-04 \n", " 185 339 1.333e-05 2.776e-09 2.022e-04 3.588e-02 3.084e-05 1.000e+01 7.961e-04 \n", " 186 340 1.333e-05 2.714e-09 2.020e-04 3.647e-02 3.085e-05 1.000e+01 7.961e-04 \n", " 187 341 1.333e-05 2.684e-09 2.018e-04 3.688e-02 3.087e-05 1.000e+01 7.961e-04 \n", " 188 342 1.332e-05 2.634e-09 2.018e-04 3.737e-02 3.087e-05 1.000e+01 7.961e-04 \n", " 189 343 1.332e-05 2.564e-09 2.020e-04 3.795e-02 3.087e-05 1.000e+01 7.961e-04 \n", " 190 344 1.332e-05 2.528e-09 2.021e-04 3.848e-02 3.088e-05 1.000e+01 7.961e-04 \n", " 191 345 1.332e-05 2.540e-09 2.024e-04 3.888e-02 3.089e-05 1.000e+01 7.961e-04 \n", " 192 346 1.331e-05 2.527e-09 2.026e-04 3.920e-02 3.090e-05 1.000e+01 7.961e-04 \n", " 193 347 1.331e-05 2.527e-09 2.028e-04 3.942e-02 3.091e-05 1.000e+01 7.961e-04 \n", " 194 348 1.331e-05 2.560e-09 2.026e-04 3.936e-02 3.094e-05 1.000e+01 7.961e-04 \n", " 195 349 1.331e-05 2.510e-09 2.027e-04 3.945e-02 3.096e-05 1.000e+01 7.961e-04 \n", " 196 350 1.330e-05 2.492e-09 2.030e-04 3.950e-02 3.098e-05 1.000e+01 7.961e-04 \n", " 197 351 1.330e-05 2.539e-09 2.026e-04 3.912e-02 3.100e-05 1.000e+01 7.961e-04 \n", " 198 352 1.330e-05 2.510e-09 2.023e-04 3.878e-02 3.102e-05 1.000e+01 7.961e-04 \n", " 199 353 1.330e-05 2.499e-09 2.023e-04 3.859e-02 3.104e-05 1.000e+01 7.961e-04 \n", " 200 354 1.329e-05 2.524e-09 2.024e-04 3.843e-02 3.105e-05 1.000e+01 7.961e-04 \n", " 201 355 1.329e-05 2.551e-09 2.024e-04 3.829e-02 3.107e-05 1.000e+01 7.961e-04 \n", " 202 356 1.329e-05 2.564e-09 2.027e-04 3.823e-02 3.109e-05 1.000e+01 7.961e-04 \n", " 203 357 1.329e-05 2.619e-09 2.028e-04 3.799e-02 3.111e-05 1.000e+01 7.961e-04 \n", " 204 358 1.328e-05 2.640e-09 2.029e-04 3.781e-02 3.113e-05 1.000e+01 7.961e-04 \n", " 205 359 1.328e-05 2.681e-09 2.027e-04 3.753e-02 3.115e-05 1.000e+01 7.961e-04 \n", " 206 360 1.328e-05 2.730e-09 2.023e-04 3.709e-02 3.116e-05 1.000e+01 7.961e-04 \n", " 207 361 1.328e-05 2.746e-09 2.024e-04 3.697e-02 3.118e-05 1.000e+01 7.961e-04 \n", " 208 362 1.327e-05 2.805e-09 2.020e-04 3.665e-02 3.121e-05 1.000e+01 7.961e-04 \n", " 209 363 1.327e-05 2.794e-09 2.017e-04 3.642e-02 3.123e-05 1.000e+01 7.961e-04 \n", " 210 364 1.327e-05 2.775e-09 2.017e-04 3.639e-02 3.126e-05 1.000e+01 7.961e-04 \n", " 211 365 1.326e-05 2.806e-09 2.015e-04 3.625e-02 3.129e-05 1.000e+01 7.961e-04 \n", " 212 366 1.326e-05 2.787e-09 2.017e-04 3.624e-02 3.131e-05 1.000e+01 7.961e-04 \n", " 213 367 1.326e-05 2.780e-09 2.017e-04 3.630e-02 3.134e-05 1.000e+01 7.961e-04 \n", " 214 368 1.326e-05 2.784e-09 2.015e-04 3.627e-02 3.136e-05 1.000e+01 7.961e-04 \n", " 215 369 1.325e-05 2.740e-09 2.016e-04 3.661e-02 3.135e-05 1.000e+01 7.961e-04 \n", " 216 370 1.325e-05 2.767e-09 2.019e-04 3.682e-02 3.134e-05 1.000e+01 7.961e-04 \n", " 217 371 1.325e-05 2.810e-09 2.014e-04 3.661e-02 3.134e-05 1.000e+01 7.961e-04 \n", " 218 372 1.324e-05 2.774e-09 2.007e-04 3.627e-02 3.134e-05 1.000e+01 7.961e-04 \n", " 219 373 1.324e-05 2.744e-09 2.001e-04 3.595e-02 3.135e-05 1.000e+01 7.961e-04 \n", " 220 374 1.324e-05 2.712e-09 1.995e-04 3.575e-02 3.136e-05 1.000e+01 7.961e-04 \n", " 221 375 1.324e-05 2.637e-09 1.996e-04 3.613e-02 3.136e-05 1.000e+01 7.961e-04 \n", " 222 376 1.323e-05 2.613e-09 1.997e-04 3.665e-02 3.138e-05 1.000e+01 7.961e-04 \n", " 223 377 1.323e-05 2.601e-09 2.000e-04 3.730e-02 3.138e-05 1.000e+01 7.961e-04 \n", " 224 378 1.323e-05 2.596e-09 2.006e-04 3.802e-02 3.138e-05 1.000e+01 7.961e-04 \n", " 225 379 1.323e-05 2.678e-09 2.007e-04 3.848e-02 3.137e-05 1.000e+01 7.961e-04 \n", " 226 380 1.322e-05 2.763e-09 2.004e-04 3.870e-02 3.134e-05 1.000e+01 7.961e-04 \n", " 227 381 1.322e-05 2.800e-09 1.998e-04 3.874e-02 3.131e-05 1.000e+01 7.961e-04 \n", " 228 382 1.322e-05 2.850e-09 1.994e-04 3.880e-02 3.128e-05 1.000e+01 7.961e-04 \n", " 229 383 1.321e-05 2.949e-09 1.991e-04 3.891e-02 3.124e-05 1.000e+01 7.961e-04 \n", " 230 384 1.321e-05 3.145e-09 1.984e-04 3.882e-02 3.120e-05 1.000e+01 7.961e-04 \n", " 231 385 1.321e-05 3.428e-09 1.968e-04 3.821e-02 3.114e-05 1.000e+01 7.961e-04 \n", " 232 386 1.320e-05 3.782e-09 1.945e-04 3.709e-02 3.107e-05 1.000e+01 7.961e-04 \n", " 233 387 1.320e-05 4.250e-09 1.913e-04 3.526e-02 3.098e-05 1.000e+01 7.961e-04 \n", " 234 389 1.320e-05 4.961e-09 1.865e-04 3.238e-02 3.088e-05 1.000e+01 7.961e-04 \n", " 235 391 1.319e-05 5.837e-09 1.796e-04 2.987e-02 3.075e-05 1.000e+01 7.961e-04 \n", " 236 393 1.318e-05 6.843e-09 1.703e-04 2.703e-02 3.062e-05 1.000e+01 7.961e-04 \n", " 237 395 1.317e-05 7.805e-09 1.610e-04 2.780e-02 3.048e-05 1.000e+01 7.961e-04 \n", " 238 397 1.317e-05 8.604e-09 1.532e-04 2.802e-02 3.035e-05 1.000e+01 7.961e-04 \n", " 239 399 1.316e-05 9.007e-09 1.481e-04 2.666e-02 3.022e-05 1.000e+01 7.961e-04 \n", " 240 401 1.315e-05 8.845e-09 1.471e-04 2.393e-02 3.010e-05 1.000e+01 7.961e-04 \n", " 241 403 1.314e-05 8.148e-09 1.486e-04 2.015e-02 3.001e-05 1.000e+01 7.961e-04 \n", " 242 405 1.313e-05 7.109e-09 1.520e-04 1.584e-02 2.994e-05 1.000e+01 7.961e-04 \n", " 243 407 1.313e-05 5.958e-09 1.573e-04 1.166e-02 2.990e-05 1.000e+01 7.961e-04 \n", " 244 409 1.312e-05 4.819e-09 1.660e-04 9.503e-03 2.988e-05 1.000e+01 7.961e-04 \n", " 245 411 1.312e-05 3.733e-09 1.795e-04 1.160e-02 2.987e-05 1.000e+01 7.961e-04 \n", " 246 413 1.312e-05 2.743e-09 1.972e-04 1.422e-02 2.986e-05 1.000e+01 7.961e-04 \n", " 247 415 1.311e-05 1.836e-09 2.263e-04 1.842e-02 2.988e-05 1.000e+01 7.961e-04 \n", " 248 416 1.311e-05 1.392e-09 2.602e-04 2.275e-02 2.992e-05 1.000e+01 7.961e-04 \n", " 249 417 1.311e-05 2.770e-09 6.804e-05 1.975e-03 2.990e-05 1.000e+01 7.961e-04 \n", " 250 419 1.311e-05 4.485e-10 7.019e-05 2.117e-03 2.990e-05 1.000e+01 7.961e-04 \n", " 251 421 1.311e-05 4.262e-10 7.202e-05 2.189e-03 2.990e-05 1.000e+01 7.961e-04 \n", " 252 423 1.311e-05 4.126e-10 7.338e-05 2.250e-03 2.991e-05 1.000e+01 7.961e-04 \n", " 253 425 1.311e-05 4.019e-10 7.448e-05 2.314e-03 2.991e-05 1.000e+01 7.961e-04 \n", " 254 427 1.311e-05 3.900e-10 7.560e-05 2.376e-03 2.992e-05 1.000e+01 7.961e-04 \n", " 255 429 1.311e-05 3.832e-10 7.643e-05 2.435e-03 2.993e-05 1.000e+01 7.961e-04 \n", " 256 431 1.311e-05 3.790e-10 7.703e-05 2.490e-03 2.995e-05 1.000e+01 7.961e-04 \n", " 257 433 1.311e-05 3.778e-10 7.750e-05 2.537e-03 2.997e-05 1.000e+01 7.961e-04 \n", " 258 435 1.311e-05 3.775e-10 7.802e-05 2.584e-03 2.999e-05 1.000e+01 7.961e-04 \n", " 259 437 1.311e-05 3.763e-10 7.840e-05 2.599e-03 3.001e-05 1.000e+01 7.961e-04 \n", " 260 439 1.311e-05 3.757e-10 7.851e-05 2.630e-03 3.003e-05 1.000e+01 7.961e-04 \n", " 261 441 1.310e-05 3.764e-10 7.841e-05 2.646e-03 3.004e-05 1.000e+01 7.961e-04 \n", " 262 443 1.310e-05 3.768e-10 7.814e-05 2.643e-03 3.005e-05 1.000e+01 7.961e-04 \n", " 263 445 1.310e-05 3.749e-10 7.792e-05 2.637e-03 3.006e-05 1.000e+01 7.961e-04 \n", " 264 447 1.310e-05 3.739e-10 7.758e-05 2.629e-03 3.007e-05 1.000e+01 7.961e-04 \n", " 265 449 1.310e-05 3.740e-10 7.743e-05 2.621e-03 3.008e-05 1.000e+01 7.961e-04 \n", " 266 451 1.310e-05 3.764e-10 7.754e-05 2.626e-03 3.008e-05 1.000e+01 7.961e-04 \n", " 267 453 1.310e-05 3.774e-10 7.769e-05 2.634e-03 3.008e-05 1.000e+01 7.961e-04 \n", " 268 455 1.310e-05 3.722e-10 7.771e-05 2.662e-03 3.009e-05 1.000e+01 7.961e-04 \n", " 269 457 1.310e-05 3.717e-10 7.781e-05 2.691e-03 3.010e-05 1.000e+01 7.961e-04 \n", " 270 459 1.310e-05 3.735e-10 7.805e-05 2.723e-03 3.011e-05 1.000e+01 7.961e-04 \n", " 271 461 1.310e-05 3.780e-10 7.844e-05 2.778e-03 3.012e-05 1.000e+01 7.961e-04 \n", " 272 463 1.310e-05 3.844e-10 7.893e-05 2.829e-03 3.013e-05 1.000e+01 7.961e-04 \n", " 273 465 1.310e-05 3.922e-10 7.934e-05 2.881e-03 3.015e-05 1.000e+01 7.961e-04 \n", " 274 467 1.310e-05 3.989e-10 7.963e-05 2.932e-03 3.018e-05 1.000e+01 7.961e-04 \n", " 275 469 1.310e-05 4.078e-10 8.002e-05 2.980e-03 3.021e-05 1.000e+01 7.961e-04 \n", " 276 471 1.310e-05 4.191e-10 8.030e-05 3.032e-03 3.024e-05 1.000e+01 7.961e-04 \n", " 277 473 1.310e-05 4.321e-10 8.052e-05 3.083e-03 3.027e-05 1.000e+01 7.961e-04 \n", " 278 475 1.310e-05 4.461e-10 8.081e-05 3.112e-03 3.030e-05 1.000e+01 7.961e-04 \n", " 279 477 1.310e-05 4.625e-10 8.109e-05 3.126e-03 3.033e-05 1.000e+01 7.961e-04 \n", " 280 479 1.310e-05 4.780e-10 8.137e-05 3.152e-03 3.035e-05 1.000e+01 7.961e-04 \n", " 281 481 1.310e-05 4.955e-10 8.166e-05 3.185e-03 3.038e-05 1.000e+01 7.961e-04 \n", " 282 483 1.310e-05 5.243e-10 8.227e-05 3.184e-03 3.042e-05 1.000e+01 7.961e-04 \n", " 283 485 1.310e-05 5.592e-10 8.280e-05 3.187e-03 3.045e-05 1.000e+01 7.961e-04 \n", " 284 487 1.310e-05 5.955e-10 8.316e-05 3.197e-03 3.049e-05 1.000e+01 7.961e-04 \n", " 285 489 1.309e-05 6.325e-10 8.349e-05 3.200e-03 3.053e-05 1.000e+01 7.961e-04 \n", " 286 491 1.309e-05 6.701e-10 8.372e-05 3.197e-03 3.057e-05 1.000e+01 7.961e-04 \n", " 287 493 1.309e-05 7.061e-10 8.389e-05 3.188e-03 3.062e-05 1.000e+01 7.961e-04 \n", " 288 495 1.309e-05 7.415e-10 8.403e-05 3.178e-03 3.067e-05 1.000e+01 7.961e-04 \n", " 289 497 1.309e-05 7.753e-10 8.400e-05 3.175e-03 3.071e-05 1.000e+01 7.961e-04 \n", " 290 499 1.309e-05 8.063e-10 8.392e-05 3.161e-03 3.074e-05 1.000e+01 7.961e-04 \n", " 291 501 1.309e-05 8.279e-10 8.382e-05 3.145e-03 3.078e-05 1.000e+01 7.961e-04 \n", " 292 503 1.309e-05 8.478e-10 8.368e-05 3.133e-03 3.082e-05 1.000e+01 7.961e-04 \n", " 293 505 1.309e-05 8.692e-10 8.356e-05 3.119e-03 3.086e-05 1.000e+01 7.961e-04 \n", " 294 507 1.309e-05 8.907e-10 8.347e-05 3.102e-03 3.090e-05 1.000e+01 7.961e-04 \n", " 295 509 1.309e-05 9.103e-10 8.341e-05 3.084e-03 3.094e-05 1.000e+01 7.961e-04 \n", " 296 511 1.309e-05 9.226e-10 8.330e-05 3.074e-03 3.098e-05 1.000e+01 7.961e-04 \n", " 297 513 1.308e-05 9.385e-10 8.321e-05 3.060e-03 3.103e-05 1.000e+01 7.961e-04 \n", " 298 515 1.308e-05 9.518e-10 8.317e-05 3.041e-03 3.108e-05 1.000e+01 7.961e-04 \n", " 299 517 1.308e-05 9.665e-10 8.314e-05 3.019e-03 3.113e-05 1.000e+01 7.961e-04 \n", " 300 519 1.308e-05 9.814e-10 8.310e-05 2.997e-03 3.118e-05 1.000e+01 7.961e-04 \n", " 301 521 1.308e-05 9.945e-10 8.307e-05 2.975e-03 3.123e-05 1.000e+01 7.961e-04 \n", " 302 523 1.308e-05 1.009e-09 8.297e-05 2.957e-03 3.126e-05 1.000e+01 7.961e-04 \n", " 303 525 1.308e-05 1.015e-09 8.289e-05 2.930e-03 3.129e-05 1.000e+01 7.961e-04 \n", " 304 527 1.308e-05 1.027e-09 8.284e-05 2.894e-03 3.133e-05 1.000e+01 7.961e-04 \n", " 305 529 1.308e-05 1.034e-09 8.288e-05 2.847e-03 3.138e-05 1.000e+01 7.961e-04 \n", " 306 531 1.308e-05 1.037e-09 8.267e-05 2.832e-03 3.142e-05 1.000e+01 7.961e-04 \n", " 307 533 1.307e-05 1.047e-09 8.256e-05 2.809e-03 3.145e-05 1.000e+01 7.961e-04 \n", " 308 534 1.307e-05 -2.436e-11 3.256e-04 4.065e-02 3.161e-05 1.000e+01 7.961e-04 \n", " 309 535 1.307e-05 5.311e-09 8.337e-05 2.620e-03 3.150e-05 1.000e+01 7.961e-04 \n", " 310 536 1.307e-05 2.343e-10 3.263e-04 3.779e-02 3.163e-05 1.000e+01 7.961e-04 \n", " 311 537 1.306e-05 5.034e-09 8.342e-05 2.411e-03 3.151e-05 1.000e+01 7.961e-04 \n", " 312 538 1.306e-05 2.689e-10 3.246e-04 3.436e-02 3.164e-05 1.000e+01 7.961e-04 \n", " 313 539 1.306e-05 4.808e-09 8.302e-05 2.163e-03 3.152e-05 1.000e+01 7.961e-04 \n", " 314 540 1.306e-05 1.828e-10 3.213e-04 3.043e-02 3.165e-05 1.000e+01 7.961e-04 \n", " 315 541 1.305e-05 4.619e-09 8.256e-05 1.859e-03 3.151e-05 1.000e+01 7.961e-04 \n", " 316 543 1.305e-05 9.176e-10 8.181e-05 1.801e-03 3.150e-05 1.000e+01 7.961e-04 \n", " 317 545 1.305e-05 8.967e-10 8.128e-05 1.735e-03 3.150e-05 1.000e+01 7.961e-04 \n", " 318 547 1.305e-05 8.781e-10 8.081e-05 1.777e-03 3.149e-05 1.000e+01 7.961e-04 \n", " 319 549 1.305e-05 8.598e-10 8.043e-05 1.809e-03 3.148e-05 1.000e+01 7.961e-04 \n", " 320 551 1.305e-05 8.416e-10 8.018e-05 1.831e-03 3.148e-05 1.000e+01 7.961e-04 \n", " 321 553 1.305e-05 8.252e-10 7.995e-05 1.848e-03 3.148e-05 1.000e+01 7.961e-04 \n", " 322 555 1.305e-05 8.101e-10 7.976e-05 1.862e-03 3.147e-05 1.000e+01 7.961e-04 \n", " 323 557 1.305e-05 7.942e-10 7.959e-05 1.871e-03 3.147e-05 1.000e+01 7.961e-04 \n", " 324 559 1.305e-05 7.779e-10 7.940e-05 1.876e-03 3.146e-05 1.000e+01 7.961e-04 \n", " 325 561 1.305e-05 7.632e-10 7.923e-05 1.882e-03 3.146e-05 1.000e+01 7.961e-04 \n", " 326 563 1.305e-05 7.430e-10 7.921e-05 1.891e-03 3.147e-05 1.000e+01 7.961e-04 \n", " 327 565 1.304e-05 7.295e-10 7.917e-05 1.896e-03 3.148e-05 1.000e+01 7.961e-04 \n", " 328 567 1.304e-05 7.217e-10 7.918e-05 1.877e-03 3.149e-05 1.000e+01 7.961e-04 \n", " 329 569 1.304e-05 7.046e-10 7.905e-05 1.854e-03 3.150e-05 1.000e+01 7.961e-04 \n", " 330 571 1.304e-05 6.812e-10 7.873e-05 1.837e-03 3.152e-05 1.000e+01 7.961e-04 \n", " 331 573 1.304e-05 6.624e-10 7.830e-05 1.816e-03 3.154e-05 1.000e+01 7.961e-04 \n", " 332 575 1.304e-05 6.447e-10 7.794e-05 1.796e-03 3.156e-05 1.000e+01 7.961e-04 \n", " 333 577 1.304e-05 6.294e-10 7.758e-05 1.771e-03 3.158e-05 1.000e+01 7.961e-04 \n", " 334 579 1.304e-05 6.110e-10 7.725e-05 1.738e-03 3.162e-05 1.000e+01 7.961e-04 \n", " 335 581 1.304e-05 5.988e-10 7.689e-05 1.709e-03 3.165e-05 1.000e+01 7.961e-04 \n", " 336 583 1.304e-05 5.899e-10 7.658e-05 1.682e-03 3.168e-05 1.000e+01 7.961e-04 \n", " 337 585 1.304e-05 5.748e-10 7.625e-05 1.656e-03 3.171e-05 1.000e+01 7.961e-04 \n", " 338 587 1.304e-05 5.586e-10 7.578e-05 1.622e-03 3.174e-05 1.000e+01 7.961e-04 \n", " 339 589 1.304e-05 5.406e-10 7.519e-05 1.582e-03 3.177e-05 1.000e+01 7.961e-04 \n", " 340 591 1.304e-05 5.235e-10 7.450e-05 1.534e-03 3.181e-05 1.000e+01 7.961e-04 \n", " 341 593 1.304e-05 5.052e-10 7.378e-05 1.486e-03 3.184e-05 1.000e+01 7.961e-04 \n", " 342 595 1.304e-05 4.819e-10 7.286e-05 1.437e-03 3.188e-05 1.000e+01 7.961e-04 \n", " 343 597 1.303e-05 4.624e-10 7.193e-05 1.383e-03 3.192e-05 1.000e+01 7.961e-04 \n", " 344 599 1.303e-05 4.430e-10 7.099e-05 1.325e-03 3.197e-05 1.000e+01 7.961e-04 \n", " 345 601 1.303e-05 4.216e-10 6.984e-05 1.263e-03 3.201e-05 1.000e+01 7.961e-04 \n", " 346 603 1.303e-05 4.000e-10 6.859e-05 1.202e-03 3.205e-05 1.000e+01 7.961e-04 \n", " 347 605 1.303e-05 3.805e-10 6.736e-05 1.142e-03 3.208e-05 1.000e+01 7.961e-04 \n", " 348 607 1.303e-05 3.612e-10 6.622e-05 1.084e-03 3.212e-05 1.000e+01 7.961e-04 \n", " 349 609 1.303e-05 3.418e-10 6.505e-05 1.025e-03 3.216e-05 1.000e+01 7.961e-04 \n", " 350 611 1.303e-05 3.236e-10 6.387e-05 9.643e-04 3.219e-05 1.000e+01 4.742e-04 \n", " 351 612 1.302e-05 1.412e-08 2.486e-04 1.336e-02 3.029e-07 1.000e+01 4.742e-04 \n", " 352 613 1.302e-05 1.538e-09 2.197e-04 1.188e-02 2.563e-07 1.000e+01 4.742e-04 \n", " 353 614 1.302e-05 8.966e-10 2.075e-04 1.268e-02 3.157e-07 1.000e+01 4.742e-04 \n", " 354 615 1.301e-05 1.627e-09 5.203e-05 8.506e-04 2.878e-07 1.000e+01 4.742e-04 \n", " 355 617 1.301e-05 1.648e-10 5.118e-05 9.522e-04 3.032e-07 1.000e+01 4.742e-04 \n", " 356 619 1.301e-05 1.581e-10 5.106e-05 1.023e-03 3.205e-07 1.000e+01 4.742e-04 \n", " 357 621 1.301e-05 1.532e-10 5.126e-05 1.074e-03 3.387e-07 1.000e+01 4.742e-04 \n", " 358 623 1.301e-05 1.497e-10 5.138e-05 1.130e-03 3.560e-07 1.000e+01 4.742e-04 \n", " 359 625 1.301e-05 1.464e-10 5.146e-05 1.188e-03 3.726e-07 1.000e+01 4.742e-04 \n", " 360 627 1.301e-05 1.440e-10 5.165e-05 1.239e-03 3.892e-07 1.000e+01 4.742e-04 \n", " 361 629 1.301e-05 1.416e-10 5.208e-05 1.273e-03 4.070e-07 1.000e+01 4.742e-04 \n", " 362 631 1.301e-05 1.400e-10 5.242e-05 1.309e-03 4.248e-07 1.000e+01 4.742e-04 \n", " 363 633 1.301e-05 1.393e-10 5.272e-05 1.347e-03 4.424e-07 1.000e+01 4.742e-04 \n", " 364 635 1.301e-05 1.388e-10 5.318e-05 1.388e-03 4.612e-07 1.000e+01 4.742e-04 \n", " 365 637 1.301e-05 1.387e-10 5.364e-05 1.423e-03 4.789e-07 1.000e+01 4.742e-04 \n", " 366 639 1.301e-05 1.389e-10 5.326e-05 1.504e-03 4.916e-07 1.000e+01 4.742e-04 \n", " 367 641 1.301e-05 1.370e-10 5.290e-05 1.579e-03 5.028e-07 1.000e+01 4.742e-04 \n", " 368 643 1.301e-05 1.360e-10 5.278e-05 1.634e-03 5.112e-07 1.000e+01 4.742e-04 \n", " 369 645 1.301e-05 1.342e-10 5.272e-05 1.684e-03 5.191e-07 1.000e+01 4.742e-04 \n", " 370 647 1.301e-05 1.324e-10 5.274e-05 1.725e-03 5.268e-07 1.000e+01 4.742e-04 \n", " 371 649 1.301e-05 1.308e-10 5.279e-05 1.762e-03 5.346e-07 1.000e+01 4.742e-04 \n", " 372 651 1.301e-05 1.297e-10 5.291e-05 1.792e-03 5.419e-07 1.000e+01 4.742e-04 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 1.301e-05\n", " Constraint violation: 5.419e-07\n", " Total delta_x: 9.170e-02\n", " Iterations: 372\n", " Function evaluations: 651\n", " Jacobian evaluations: 375\n", "Timer: Solution time = 5.35 min\n", "Timer: Avg time per step = 861 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 6.632e+01 --> 1.301e-05, \n", "Maximum absolute QFM surface normal field error: 3.970e-02 --> 5.303e-05 (T m^2)\n", "Minimum absolute QFM surface normal field error: 9.255e-18 --> 1.114e-17 (T m^2)\n", "Average absolute QFM surface normal field error: 1.676e-02 --> 4.209e-06 (T m^2)\n", "Maximum absolute QFM surface normal field error: 5.672e-01 --> 7.576e-04 (normalized)\n", "Minimum absolute QFM surface normal field error: 1.322e-16 --> 1.591e-16 (normalized)\n", "Average absolute QFM surface normal field error: 2.394e-01 --> 6.013e-05 (normalized)\n", "Maximum Toroidal Flux: -2.117e-02 --> -3.500e-02 (Wb)\n", "Minimum Toroidal Flux: -2.117e-02 --> -3.500e-02 (Wb)\n", "Average Toroidal Flux: -2.117e-02 --> -3.500e-02 (Wb)\n", "Maximum Toroidal Flux: -2.117e-02 --> -3.500e-02 (normalized)\n", "Minimum Toroidal Flux: -2.117e-02 --> -3.500e-02 (normalized)\n", "Average Toroidal Flux: -2.117e-02 --> -3.500e-02 (normalized)\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", ")\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": 7, "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": 6, "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": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 432 ms\n", "Timer: Objective build = 696 ms\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 = 517 ms\n", "Timer: Linear constraint projection build = 2.88 sec\n", "Number of parameters: 628\n", "Number of objectives: 3250\n", "Timer: Initializing the optimization = 4.12 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.077e-01 1.318e+02 \n", " 1 2 1.532e-02 2.924e-01 3.456e-01 1.998e+01 \n", " 2 3 2.502e-04 1.507e-02 8.742e-02 2.972e+00 \n", " 3 4 1.785e-05 2.324e-04 4.781e-02 1.069e+00 \n", " 4 6 1.077e-06 1.677e-05 2.240e-02 1.615e-01 \n", " 5 8 1.693e-07 9.082e-07 1.696e-02 1.260e-01 \n", " 6 10 8.032e-08 8.894e-08 8.395e-03 4.990e-02 \n", " 7 12 7.171e-08 8.603e-09 4.109e-03 1.261e-02 \n", " 8 14 7.046e-08 1.251e-09 2.091e-03 2.995e-03 \n", " 9 15 6.913e-08 1.335e-09 4.134e-03 9.426e-03 \n", " 10 16 6.902e-08 1.079e-10 7.997e-03 2.686e-02 \n", " 11 17 6.534e-08 3.681e-09 1.926e-03 1.536e-03 \n", " 12 18 6.421e-08 1.132e-09 3.788e-03 4.386e-03 \n", " 13 19 6.340e-08 8.082e-10 7.313e-03 1.146e-02 \n", " 14 20 6.113e-08 2.267e-09 7.081e-03 7.488e-03 \n", " 15 21 5.921e-08 1.917e-09 6.946e-03 5.354e-03 \n", " 16 22 5.753e-08 1.683e-09 6.875e-03 4.841e-03 \n", " 17 23 5.604e-08 1.492e-09 6.854e-03 5.263e-03 \n", " 18 24 5.472e-08 1.323e-09 6.878e-03 6.351e-03 \n", " 19 25 5.355e-08 1.167e-09 6.924e-03 7.539e-03 \n", " 20 26 5.253e-08 1.022e-09 6.953e-03 8.220e-03 \n", " 21 27 5.163e-08 8.997e-10 6.947e-03 7.957e-03 \n", " 22 28 5.082e-08 8.046e-10 6.948e-03 6.748e-03 \n", " 23 29 5.012e-08 7.085e-10 7.009e-03 4.981e-03 \n", " 24 30 4.952e-08 5.909e-10 7.125e-03 3.173e-03 \n", " 25 31 4.906e-08 4.650e-10 7.249e-03 1.706e-03 \n", " 26 33 4.878e-08 2.789e-10 3.656e-03 2.598e-04 \n", " 27 34 4.856e-08 2.176e-10 7.385e-03 5.874e-04 \n", " 28 36 4.839e-08 1.736e-10 3.715e-03 1.522e-04 \n", " 29 37 4.822e-08 1.659e-10 7.458e-03 8.609e-04 \n", " 30 39 4.809e-08 1.381e-10 3.740e-03 2.143e-04 \n", " 31 40 4.798e-08 1.014e-10 7.495e-03 1.038e-03 \n", " 32 41 4.786e-08 1.218e-10 7.474e-03 1.086e-03 \n", " 33 42 4.779e-08 7.661e-11 7.516e-03 1.135e-03 \n", " 34 43 4.774e-08 4.621e-11 7.517e-03 1.182e-03 \n", " 35 44 4.769e-08 4.505e-11 6.471e-03 8.956e-04 \n", " 36 45 4.764e-08 5.289e-11 6.638e-04 5.596e-05 \n", " 37 46 4.764e-08 6.661e-13 8.618e-04 1.944e-05 \n", " 38 47 4.764e-08 2.355e-13 1.423e-04 7.326e-06 \n", " 39 48 4.764e-08 6.031e-14 2.527e-04 2.656e-06 \n", " 40 49 4.764e-08 1.945e-14 3.577e-05 1.134e-06 \n", " 41 50 4.764e-08 6.202e-15 8.630e-05 4.266e-07 \n", " 42 51 4.764e-08 2.045e-15 1.261e-05 2.039e-07 \n", " 43 52 4.764e-08 6.851e-16 3.179e-05 8.505e-08 \n", " 44 53 4.764e-08 2.363e-16 6.586e-06 4.203e-08 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 4.764e-08\n", " Total delta_x: 4.081e-01\n", " Iterations: 44\n", " Function evaluations: 53\n", " Jacobian evaluations: 45\n", "Timer: Solution time = 34.1 sec\n", "Timer: Avg time per step = 759 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.077e-01 --> 4.764e-08, \n", "Maximum absolute Force error: 7.821e+04 --> 5.930e+01 (N)\n", "Minimum absolute Force error: 1.817e+00 --> 8.899e-05 (N)\n", "Average absolute Force error: 4.273e+03 --> 1.593e+00 (N)\n", "Maximum absolute Force error: 1.823e-01 --> 1.383e-04 (normalized)\n", "Minimum absolute Force error: 4.236e-06 --> 2.075e-10 (normalized)\n", "Average absolute Force error: 9.963e-03 --> 3.714e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 2.190e-19 (m)\n", "Z boundary error: 0.000e+00 --> 4.375e-19 (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" ] } ], "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": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "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": "desc-env", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.7" } }, "nbformat": 4, "nbformat_minor": 2 }