{ "cells": [ { "cell_type": "markdown", "id": "a07bd4b5-0d2c-4aa1-b705-532ede39a970", "metadata": { "pycharm": { "name": "#%% md\n" } }, "source": [ "# Basic Equilibrium" ] }, { "cell_type": "markdown", "id": "91df201b-90c4-4a49-be02-60a63ff0d2c7", "metadata": { "pycharm": { "name": "#%% md\n" } }, "source": [ "DESC is a 3D MHD equilibrium and optimization code suite, which solves the ideal MHD equilibrium equations to find stellarator equilibria. \n", "\n", "Like VMEC, DESC requires 4 main inputs to define the equilibrium problem:\n", "\n", " - Pressure Profile\n", " - Rotational Transform or Toroidal Current Profile\n", " - Last Closed Flux Surface Boundary Shape\n", " - Total toroidal magnetic flux enclosed by the LCFS\n", "\n", "DESC can be run both with a text input file from the command line (e.g. `python -m desc INPUT_FILE`) or through python scripts (which offers more options than the text file for equilibrium solving and optimization). This tutorial notebook will focus on basic functionality for solving an equilibrium." ] }, { "cell_type": "markdown", "id": "657f6a8a-d0f0-4f85-acd4-e39c43946a24", "metadata": { "jp-MarkdownHeadingCollapsed": true, "pycharm": { "name": "#%% md\n" }, "tags": [] }, "source": [ "## Installing DESC" ] }, { "cell_type": "markdown", "id": "fa03f080-bfb1-4ac0-bdd8-91950ce3bec1", "metadata": { "pycharm": { "name": "#%% md\n" } }, "source": [ "The installation instructions are located in the [installation documentation page](https://desc-docs.readthedocs.io/en/latest/installation.html#installation).\n", "\n", "Once these instructions are followed and DESC is installed correctly, you should be able to import a module from desc such as `desc.io` without any errors." ] }, { "cell_type": "code", "execution_count": 1, "id": "9b84034f-1325-48f5-bdc6-0b53f7144a5c", "metadata": { "pycharm": { "name": "#%%\n" }, "tags": [] }, "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" ] }, { "cell_type": "code", "execution_count": 2, "id": "a8297575-adaf-4455-a0fa-60f3bbdccae5", "metadata": { "pycharm": { "name": "#%%\n" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "DESC version 0.12.3+56.ge61501fcc.dirty,using JAX backend, jax version=0.4.31, jaxlib version=0.4.30, dtype=float64\n", "Using device: CPU, with 3.48 GB available memory\n" ] } ], "source": [ "import desc.io" ] }, { "cell_type": "markdown", "id": "27685ac8-674e-4c98-ae48-2cadc28c017e", "metadata": { "pycharm": { "name": "#%% md\n" } }, "source": [ "## Running DESC from a VMEC input" ] }, { "cell_type": "markdown", "id": "20e4e7ac-4392-40ab-91af-fa5e1dc8b1d6", "metadata": { "pycharm": { "name": "#%% md\n" } }, "source": [ "Perhaps the simplest way to run DESC if you already have a VMEC input file for your equilibrium is to simply pass that to DESC on the command line.\n", "\n", "In this directory is an `input.HELIOTRON` VMEC file which contains a 19 field-period, finite beta HELIOTRON fixed boundary stellarator. To convert the input, we simply run DESC from the command line with\n", "\n", "`python -m desc -vv input.HELIOTRON -o input.HELIOTRON_output.h5`.\n", "\n", "You can leave out `python -m` if you've added DESC to your python path. The `-vv` flag is for double verbosity. The `-o` flag specifies the filename of the output HDF5 file (`XXX_output.h5` by default). See the [command line docs](https://desc-docs.readthedocs.io/en/latest/command_line.html#command-line-interface) for more information.\n", "\n", "The conversion creates a new file with `_desc` appended to the file name. The above command automatically converts the VMEC input file to a DESC input file and begins solving it. There are many DESC solver options without VMEC analogs, such as the multi-grid continuation method steps, so DESC will automatically choose a conservative continuation method when ran in this way, which is generally recommended for most equilibria to ensure robust convergence.\n", "\n", "Generally, the most important parameters to tweak are related to the spectral resolution and the continuation method. DESC leverages a multi-grid continuation method to allow for robust convergence of highly shaped equilibria. The following parameters control this method:\n", "\n", "### Spectral Resolution\n", " \n", "- `L_rad` (int): Maximum radial mode number for the Fourier-Zernike basis.\n", " - default = `M_pol` if `spectral_indexing = ANSI`\n", " - default = `2*M_pol` if `spectral_indexing = Fringe`\n", " - For more information see [Basis functions and collocation nodes](https://desc-docs.readthedocs.io/en/latest/notebooks/basis_grid.html).\n", "- `M_pol` (int): Maximum poloidal mode number for the Fourier-Zernike basis. **Required input.**\n", "- `N_tor` (int): Maximum toroidal mode number for the Fourier-Zernike basis.\n", " - default = 0\n", "- `L_grid` (int): Radial resolution of nodes in collocation grid.\n", " - default = `M_grid` if `spectral_indexing = ANSI`\n", " - default = `2*M_grid` if `spectral_indexing = Fringe`\n", "- `M_grid` (int): Poloidal resolution of nodes in collocation grid.\n", " - default = `2*M_pol`\n", "- `N_grid` (int): Toroidal resolution of nodes in collocation grid.\n", " - default = `2*N_tor`\n", "\n", "When `M_grid = M_pol`, the number of collocation nodes in each toroidal cross-section is equal to the number of Zernike polynomials in a FourierZernike basis set of the same resolution `L_rad = M_pol`. When `N_grid = N_tor`, the number of nodes with unique toroidal angles is equal to the number of terms in the toroidal Fourier series. Convergence is typically superior when the number of nodes exceeds the number of spectral coefficients, so by default the collocation grids are oversampled with respect to the spectral resolutions." ] }, { "cell_type": "markdown", "id": "eebfdb58-a0e4-4a42-8f41-4b1831717a41", "metadata": { "pycharm": { "name": "#%% md\n" } }, "source": [ "## Loading the results\n", "\n", "DESC provides utility functions to load and compare equilibria. These will be covered in detail later in the tutorial. For now, notice that DESC saves solutions as `EquilibriaFamily` objects. An `EquilibriaFamily` is essentially a list of equilibria, which can be indexed to retrieve individual equilibria. Higher indices hold equilibria solved later in the continuation process. You can retrieve the final state of a DESC equilibrium solve with `eq = desc.io.load(\"XXX_output.h5\")[-1]`." ] }, { "cell_type": "code", "execution_count": 3, "id": "c0c44168-0a67-4b89-b0b9-e474aea34a0f", "metadata": { "pycharm": { "name": "#%%\n" }, "tags": [] }, "outputs": [], "source": [ "%matplotlib inline\n", "from desc.plotting import plot_comparison, plot_section" ] }, { "cell_type": "code", "execution_count": 4, "id": "f3f88e7c-5fc1-4e0a-841b-3485d6477e84", "metadata": { "pycharm": { "name": "#%%\n" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of equilibria in the EquilibriaFamily: 8\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "eq_fam = desc.io.load(\"input.HELIOTRON_output.h5\")\n", "print(\"Number of equilibria in the EquilibriaFamily:\", len(eq_fam))\n", "fig, ax = plot_comparison(\n", " eqs=[eq_fam[1], eq_fam[3], eq_fam[-1]],\n", " labels=[\n", " \"Axisymmetric w/o pressure\",\n", " \"Axisymmetric w/ pressure\",\n", " \"Nonaxisymmetric w/ pressure\",\n", " ],\n", ")" ] }, { "cell_type": "markdown", "id": "f0e89ddd", "metadata": {}, "source": [ "## Creating an Equilibrium from scratch" ] }, { "cell_type": "markdown", "id": "ea253c44", "metadata": {}, "source": [ "The recommended way to work with DESC is through python scripts, in which we construct and solve an `Equilibrium` object.\n", "\n", "We initialize the `Equilibrium` with the desired resolution, and the inputs specified above:\n", "- Boundary shape, as a `FourierRZToroidalSurface`\n", "- Profiles, as `Profile` objects (there are several different options, the most common is `PowerSeriesProfile`)\n", "- Total flux `Psi` as a float\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "a0564086", "metadata": { "tags": [] }, "outputs": [], "source": [ "from desc.equilibrium import Equilibrium\n", "from desc.geometry import FourierRZToroidalSurface\n", "from desc.profiles import PowerSeriesProfile" ] }, { "cell_type": "markdown", "id": "da940c18", "metadata": {}, "source": [ "When you already have the VMEC or DESC input file, you can instantiate an `Equilibrium` directly from the input file, using `Equilibrium.from_input_file`," ] }, { "cell_type": "code", "execution_count": 6, "id": "97b6937e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Converting VMEC input to DESC input\n", "Generated DESC input file input.HELIOTRON_desc:\n" ] } ], "source": [ "eq = Equilibrium.from_input_file(\"input.HELIOTRON\")" ] }, { "cell_type": "markdown", "id": "2205d503", "metadata": {}, "source": [ "Or, you may extract just the boundary from the input file with the `FourierRZToroidalSurface.from_input_file`:" ] }, { "cell_type": "code", "execution_count": 7, "id": "7d676c5b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Converting VMEC input to DESC input\n", "Generated DESC input file input.HELIOTRON_desc:\n" ] } ], "source": [ "surf1 = FourierRZToroidalSurface.from_input_file(\"input.HELIOTRON\")" ] }, { "cell_type": "markdown", "id": "d673f68a", "metadata": {}, "source": [ "If you do not have an input file to work from, you can see the below steps to create an `Equilibrium` from scratch." ] }, { "cell_type": "markdown", "id": "932bfa01-f0c5-47bb-a5c0-80476670a755", "metadata": {}, "source": [ "When starting from scratch, you can construct the surface by specifying the Fourier coefficients and mode numbers manually.\n", "\n", "The boundary is represented by a double Fourier series for R and Z in terms of a poloidal angle $\\theta$ and the geometric toroidal angle $\\zeta$. We specify the mode numbers for R and Z as 2D arrays of `[m,n]` pairs, and the coefficients as a 1D array.\n", "\n", "In DESC the double Fourier series for R and Z are defined in a slightly different manner than VMEC:\n", "\n", "$$\n", "\\begin{align}\n", " R^b(\\theta,\\zeta) &= \\sum^M \\sum^N R^b_{mn} \\mathcal{G}^{m}_{n}(\\theta,\\zeta)\\\\\n", " Z^b(\\theta,\\zeta) &= \\sum^M \\sum^N Z^b_{mn} \\mathcal{G}^{m}_{n}(\\theta,\\zeta)\n", "\\end{align}\n", "$$\n", "\n", "where\n", "\n", "$$\n", " \\mathcal{G}^{m}_{n}(\\theta,\\zeta) = \\begin{cases}\n", " \\cos(|m|\\theta)\\cos(|n|N_{FP}\\zeta) &\\text{for }m\\ge0, n\\ge0 \\\\\n", " \\cos(|m|\\theta)\\sin(|n|N_{FP}\\zeta) &\\text{for }m\\ge0, n<0 \\\\\n", " \\sin(|m|\\theta)\\cos(|n|N_{FP}\\zeta) &\\text{for }m<0, n\\ge0 \\\\\n", " \\sin(|m|\\theta)\\sin(|n|N_{FP}\\zeta) &\\text{for }m<0, n<0.\n", " \\end{cases}\n", "$$\n", "\n", "**Note**: in DESC, radial modes are indexed by `l`, poloidal modes by `m`, and toroidal modes by `n`" ] }, { "cell_type": "code", "execution_count": 8, "id": "9d009733-6330-4de1-ad4d-89e43ebd5d64", "metadata": { "tags": [] }, "outputs": [], "source": [ "surf2 = FourierRZToroidalSurface(\n", " R_lmn=[10.0, -1.0, -0.3, 0.3],\n", " modes_R=[\n", " (0, 0),\n", " (1, 0),\n", " (1, 1),\n", " (-1, -1),\n", " ], # (m,n) pairs corresponding to R_mn on previous line\n", " Z_lmn=[1, -0.3, -0.3],\n", " modes_Z=[(-1, 0), (-1, 1), (1, -1)],\n", " NFP=19,\n", ")" ] }, { "cell_type": "markdown", "id": "f5b56593-1ad2-4047-ae54-17515f4fc96f", "metadata": {}, "source": [ "For profiles, we will use the standard `PowerSeriesProfile` which represents a function as a power series in the radial coordinate $\\rho$ which is the square root of the normalized toroidal flux: $\\rho = \\sqrt{\\Psi/\\Psi_b}$ (Note this is different from VMEC which uses the normalized toroidal flux without the square root). We could also use splines (`SplineProfile`), or Zernike polynomials (`FourierZernikeProfile`), for more options, see the [`desc.profiles` module](https://desc-docs.readthedocs.io/en/stable/api.html#profiles)" ] }, { "cell_type": "code", "execution_count": 9, "id": "31cb6d00-aa44-4c58-8d80-7b52e05155ff", "metadata": { "tags": [] }, "outputs": [], "source": [ "pressure = PowerSeriesProfile(\n", " [1.8e4, 0, -3.6e4, 0, 1.8e4]\n", ") # coefficients in ascending powers of rho\n", "iota = PowerSeriesProfile([1, 0, 1.5]) # 1 + 1.5 r^2" ] }, { "cell_type": "markdown", "id": "13e0830a-c1c4-4675-b45d-1803975b4eb6", "metadata": {}, "source": [ "Finally, we create the equilibrium using the objects we just made, leaving the other parameters at their defaults. The number of field periods by default is inferred from the given surface." ] }, { "cell_type": "code", "execution_count": 10, "id": "71e20510-1b14-4d14-8c3d-76bfe35fe849", "metadata": { "tags": [] }, "outputs": [], "source": [ "eq = Equilibrium(\n", " L=8, # radial resolution\n", " M=8, # poloidal resolution\n", " N=3, # toroidal resolution\n", " surface=surf1,\n", " pressure=pressure,\n", " iota=iota,\n", " Psi=1.0, # total flux, in Webers\n", ")" ] }, { "cell_type": "markdown", "id": "77777d10-0adb-40e7-84e5-4041e954668c", "metadata": {}, "source": [ "We now have an `Equilibrium` object, but it is generally not actually in equilibrium, as the default initial guess is just to scale the outermost flux surface.\n", "\n", "To find the actual solution, we must solve the equilibrium. There are two primary ways to do this in DESC:\n", "\n", "- `eq.solve` is a method of the `Equilibrium` class that is best used when starting close to the correct solution, or for refining a solution after optimization, for example. Generally not recommended for \"cold start\" solves.\n", "- `desc.continuation.solve_continuation_automatic` uses a multi-grid continuation method to arrive at a particular desired equilibrium. It is generally very robust, and is the recommended method.\n", "\n", "Here, we will use both methods" ] }, { "cell_type": "code", "execution_count": 11, "id": "e1ad10a7-89fb-4f03-8be4-f8d15df881a7", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 533 ms\n", "Timer: Objective build = 822 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 591 ms\n", "Timer: Linear constraint projection build = 3.00 sec\n", "Number of parameters: 351\n", "Number of objectives: 2106\n", "Timer: Initializing the optimization = 4.43 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 9.095e-01 3.829e+01 \n", " 1 2 7.594e-02 8.335e-01 2.539e-01 1.197e+01 \n", " 2 3 5.712e-03 7.023e-02 3.003e-01 1.557e+00 \n", " 3 4 4.117e-03 1.596e-03 1.775e-01 5.823e+00 \n", " 4 5 8.399e-04 3.277e-03 1.178e-01 1.623e+00 \n", " 5 6 1.741e-04 6.658e-04 7.147e-02 6.174e-01 \n", " 6 7 9.597e-05 7.817e-05 3.119e-02 1.320e-01 \n", " 7 8 9.373e-05 2.236e-06 1.633e-02 8.389e-02 \n", " 8 9 9.260e-05 1.131e-06 1.821e-02 3.462e-02 \n", " 9 10 9.228e-05 3.286e-07 1.102e-02 3.377e-02 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 9.228e-05\n", " Total delta_x: 6.849e-01\n", " Iterations: 9\n", " Function evaluations: 10\n", " Jacobian evaluations: 10\n", "Timer: Solution time = 5.83 sec\n", "Timer: Avg time per step = 583 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 9.095e-01 --> 9.228e-05, \n", "Maximum absolute Force error: 1.584e+06 --> 5.903e+04 (N)\n", "Minimum absolute Force error: 2.242e+01 --> 1.145e+00 (N)\n", "Average absolute Force error: 2.478e+05 --> 2.314e+03 (N)\n", "Maximum absolute Force error: 1.274e-01 --> 4.747e-03 (normalized)\n", "Minimum absolute Force error: 1.803e-06 --> 9.209e-08 (normalized)\n", "Average absolute Force error: 1.993e-02 --> 1.861e-04 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n" ] } ], "source": [ "eq1, info = eq.solve(verbose=3, copy=True)" ] }, { "cell_type": "code", "execution_count": 12, "id": "ae0b759d-26b9-444b-b9d4-1d7c142b3339", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "================\n", "Step 1\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(6,6,0)\n", "Node resolution (L,M,N)=(12,12,0)\n", "Boundary ratio = 0\n", "Pressure ratio = 0\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 697 ms\n", "Timer: Objective build = 750 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 392 ms\n", "Timer: Linear constraint projection build = 2.04 sec\n", "Number of parameters: 27\n", "Number of objectives: 98\n", "Timer: Initializing the optimization = 3.21 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 1.513e-02 1.947e+00 \n", " 1 2 5.311e-03 9.815e-03 2.956e-01 5.699e-01 \n", " 2 3 4.208e-04 4.890e-03 1.389e-01 1.699e-01 \n", " 3 4 1.747e-05 4.033e-04 2.667e-02 2.859e-02 \n", " 4 5 1.014e-06 1.646e-05 1.331e-02 4.222e-03 \n", " 5 6 1.366e-07 8.775e-07 4.450e-03 5.429e-04 \n", " 6 7 1.026e-07 3.402e-08 4.940e-03 9.463e-04 \n", " 7 8 9.623e-08 6.334e-09 4.969e-03 1.430e-04 \n", " 8 9 9.547e-08 7.556e-10 9.957e-04 1.413e-05 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 9.547e-08\n", " Total delta_x: 1.608e-01\n", " Iterations: 8\n", " Function evaluations: 9\n", " Jacobian evaluations: 9\n", "Timer: Solution time = 2.97 sec\n", "Timer: Avg time per step = 330 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.513e-02 --> 9.547e-08, \n", "Maximum absolute Force error: 2.067e+05 --> 9.478e+02 (N)\n", "Minimum absolute Force error: 5.178e+01 --> 8.292e-01 (N)\n", "Average absolute Force error: 3.277e+04 --> 7.425e+01 (N)\n", "Maximum absolute Force error: 1.663e-02 --> 7.623e-05 (normalized)\n", "Minimum absolute Force error: 4.164e-06 --> 6.669e-08 (normalized)\n", "Average absolute Force error: 2.636e-03 --> 5.972e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 1 total = 7.25 sec\n", "================\n", "Step 2\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,0)\n", "Node resolution (L,M,N)=(16,16,0)\n", "Boundary ratio = 0\n", "Pressure ratio = 0\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 676 ms\n", "Timer: Objective build = 729 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 442 ms\n", "Timer: Linear constraint projection build = 1.91 sec\n", "Number of parameters: 48\n", "Number of objectives: 162\n", "Timer: Initializing the optimization = 3.11 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 9.241e-08 2.600e-03 \n", " 1 3 2.638e-08 6.603e-08 1.086e-02 1.154e-03 \n", " 2 4 1.398e-08 1.240e-08 1.879e-02 1.407e-03 \n", " 3 5 3.708e-09 1.027e-08 1.679e-02 1.396e-03 \n", " 4 7 1.869e-10 3.521e-09 2.535e-03 5.663e-04 \n", " 5 9 1.299e-11 1.740e-10 1.235e-03 1.540e-04 \n", " 6 11 1.396e-12 1.159e-11 6.316e-04 4.710e-05 \n", " 7 13 2.847e-13 1.112e-12 3.275e-04 1.608e-05 \n", " 8 15 2.015e-13 8.317e-14 1.647e-04 3.824e-06 \n", " 9 17 1.966e-13 4.902e-15 8.176e-05 9.518e-07 \n", " 10 19 1.961e-13 5.381e-16 4.073e-05 2.366e-07 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 1.961e-13\n", " Total delta_x: 4.820e-02\n", " Iterations: 10\n", " Function evaluations: 19\n", " Jacobian evaluations: 11\n", "Timer: Solution time = 2.76 sec\n", "Timer: Avg time per step = 250 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 9.241e-08 --> 1.961e-13, \n", "Maximum absolute Force error: 1.359e+03 --> 8.676e-01 (N)\n", "Minimum absolute Force error: 3.405e-01 --> 9.701e-05 (N)\n", "Average absolute Force error: 7.427e+01 --> 1.040e-01 (N)\n", "Maximum absolute Force error: 1.093e-04 --> 6.977e-08 (normalized)\n", "Minimum absolute Force error: 2.738e-08 --> 7.802e-12 (normalized)\n", "Average absolute Force error: 5.973e-06 --> 8.366e-09 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 2 total = 7.72 sec\n", "================\n", "Step 3\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,0)\n", "Node resolution (L,M,N)=(16,16,0)\n", "Boundary ratio = 0\n", "Pressure ratio = 0.5\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Perturbing equilibrium\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 30.2 ms\n", "Timer: Objective build = 38.1 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 63.2 ms\n", "Perturbing p_l\n", "Factorizing linear constraints\n", "Timer: linear constraint factorize = 23.3 ms\n", "Computing df\n", "Timer: df computation = 2.88 sec\n", "Factoring df\n", "Timer: df/dx factorization = 21.3 ms\n", "Computing d^2f\n", "Timer: d^2f computation = 2.78 sec\n", "Timer: Objective build = 960 us\n", "||dx||/||x|| = 3.670e-02\n", "Timer: Total perturbation = 7.11 sec\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 = 8.44 ms\n", "Timer: Linear constraint projection build = 22.7 ms\n", "Number of parameters: 48\n", "Number of objectives: 162\n", "Timer: Initializing the optimization = 36.2 ms\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 2.654e-01 1.197e+01 \n", " 1 2 2.078e-02 2.446e-01 3.706e-01 4.065e+00 \n", " 2 4 5.501e-04 2.023e-02 1.044e-01 6.551e-01 \n", " 3 6 1.087e-04 4.414e-04 4.467e-02 3.784e-01 \n", " 4 8 7.638e-05 3.231e-05 2.072e-02 7.234e-02 \n", " 5 9 5.247e-05 2.391e-05 3.517e-02 1.443e-01 \n", " 6 11 3.705e-05 1.543e-05 1.827e-02 3.400e-02 \n", " 7 12 2.867e-05 8.377e-06 3.512e-02 1.177e-01 \n", " 8 13 2.265e-05 6.015e-06 3.423e-02 1.380e-01 \n", " 9 14 1.989e-05 2.764e-06 3.048e-02 1.633e-01 \n", " 10 15 7.558e-06 1.233e-05 8.505e-03 1.059e-02 \n", " 11 16 7.037e-06 5.213e-07 1.335e-02 4.062e-02 \n", " 12 17 6.098e-06 9.386e-07 1.288e-02 3.656e-02 \n", " 13 18 5.338e-06 7.606e-07 1.304e-02 3.273e-02 \n", " 14 19 4.699e-06 6.390e-07 1.323e-02 3.296e-02 \n", " 15 20 4.147e-06 5.522e-07 1.343e-02 3.314e-02 \n", " 16 21 3.662e-06 4.847e-07 1.365e-02 3.323e-02 \n", " 17 22 3.234e-06 4.279e-07 1.389e-02 3.328e-02 \n", " 18 23 2.856e-06 3.784e-07 1.414e-02 3.331e-02 \n", " 19 24 2.521e-06 3.344e-07 1.440e-02 3.333e-02 \n", " 20 25 2.226e-06 2.951e-07 1.465e-02 3.333e-02 \n", " 21 26 1.967e-06 2.596e-07 1.488e-02 3.332e-02 \n", " 22 27 1.739e-06 2.272e-07 1.510e-02 3.330e-02 \n", " 23 28 1.541e-06 1.979e-07 1.529e-02 3.327e-02 \n", " 24 29 1.370e-06 1.715e-07 1.548e-02 3.323e-02 \n", " 25 30 1.222e-06 1.481e-07 1.568e-02 3.317e-02 \n", " 26 31 1.094e-06 1.274e-07 1.589e-02 3.310e-02 \n", " 27 32 9.857e-07 1.088e-07 1.613e-02 3.298e-02 \n", " 28 33 8.944e-07 9.124e-08 1.641e-02 3.284e-02 \n", " 29 34 8.207e-07 7.367e-08 1.668e-02 3.269e-02 \n", " 30 35 5.445e-07 2.763e-07 4.357e-03 1.964e-03 \n", " 31 36 5.297e-07 1.474e-08 8.624e-03 8.084e-03 \n", " 32 37 5.034e-07 2.632e-08 8.529e-03 8.089e-03 \n", " 33 38 4.800e-07 2.344e-08 8.497e-03 8.107e-03 \n", " 34 39 4.589e-07 2.112e-08 8.414e-03 8.129e-03 \n", " 35 40 4.398e-07 1.901e-08 8.342e-03 8.148e-03 \n", " 36 41 4.228e-07 1.708e-08 8.268e-03 8.168e-03 \n", " 37 42 4.075e-07 1.529e-08 8.202e-03 8.186e-03 \n", " 38 43 3.939e-07 1.360e-08 8.140e-03 8.205e-03 \n", " 39 44 3.819e-07 1.199e-08 8.081e-03 8.224e-03 \n", " 40 45 3.714e-07 1.048e-08 8.024e-03 8.243e-03 \n", " 41 46 3.624e-07 9.037e-09 7.967e-03 8.263e-03 \n", " 42 47 3.547e-07 7.667e-09 7.908e-03 8.285e-03 \n", " 43 48 3.483e-07 6.360e-09 7.847e-03 8.309e-03 \n", " 44 49 3.277e-07 2.065e-08 2.057e-03 5.107e-04 \n", " 45 50 3.262e-07 1.451e-09 3.919e-03 2.080e-03 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 3.262e-07\n", " Total delta_x: 2.786e-01\n", " Iterations: 45\n", " Function evaluations: 50\n", " Jacobian evaluations: 46\n", "Timer: Solution time = 2.28 sec\n", "Timer: Avg time per step = 49.6 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 2.654e-01 --> 3.262e-07, \n", "Maximum absolute Force error: 7.301e+05 --> 1.065e+03 (N)\n", "Minimum absolute Force error: 6.385e+02 --> 3.135e-01 (N)\n", "Average absolute Force error: 9.822e+04 --> 1.337e+02 (N)\n", "Maximum absolute Force error: 5.872e-02 --> 8.564e-05 (normalized)\n", "Minimum absolute Force error: 5.135e-05 --> 2.521e-08 (normalized)\n", "Average absolute Force error: 7.899e-03 --> 1.075e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 3 total = 10.4 sec\n", "================\n", "Step 4\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,0)\n", "Node resolution (L,M,N)=(16,16,0)\n", "Boundary ratio = 0\n", "Pressure ratio = 1.0\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Perturbing equilibrium\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 52.5 ms\n", "Timer: Objective build = 82.4 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 69.2 ms\n", "Perturbing p_l\n", "Factorizing linear constraints\n", "Timer: linear constraint factorize = 482 ms\n", "Computing df\n", "Timer: df computation = 5.67 ms\n", "Factoring df\n", "Timer: df/dx factorization = 646 us\n", "Computing d^2f\n", "Timer: d^2f computation = 1.46 ms\n", "Timer: Objective build = 810 us\n", "||dx||/||x|| = 2.432e-02\n", "Timer: Total perturbation = 578 ms\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 = 7.30 ms\n", "Timer: Linear constraint projection build = 24.9 ms\n", "Number of parameters: 48\n", "Number of objectives: 162\n", "Timer: Initializing the optimization = 37.2 ms\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 6.139e-04 9.516e-01 \n", " 1 2 6.380e-05 5.501e-04 7.726e-02 2.453e-01 \n", " 2 3 6.783e-06 5.702e-05 3.730e-02 5.517e-02 \n", " 3 4 5.567e-06 1.216e-06 1.276e-02 2.213e-02 \n", " 4 6 4.798e-06 7.693e-07 1.009e-02 5.617e-03 \n", " 5 7 4.732e-06 6.511e-08 1.596e-02 1.489e-02 \n", " 6 8 4.652e-06 8.079e-08 1.353e-02 2.256e-02 \n", " 7 9 4.593e-06 5.863e-08 1.466e-02 2.231e-02 \n", " 8 10 4.420e-06 1.729e-07 1.537e-02 2.077e-02 \n", " 9 11 4.343e-06 7.704e-08 1.522e-02 2.135e-02 \n", " 10 12 4.295e-06 4.846e-08 1.453e-02 2.350e-02 \n", " 11 13 4.278e-06 1.699e-08 1.415e-02 2.378e-02 \n", " 12 14 4.170e-06 1.073e-07 4.172e-03 1.303e-03 \n", " 13 15 4.170e-06 2.917e-10 4.594e-03 2.356e-03 \n", " 14 16 4.169e-06 1.215e-09 7.249e-04 3.884e-05 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 4.169e-06\n", " Total delta_x: 1.932e-01\n", " Iterations: 14\n", " Function evaluations: 16\n", " Jacobian evaluations: 15\n", "Timer: Solution time = 180 ms\n", "Timer: Avg time per step = 12.0 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 6.139e-04 --> 4.169e-06, \n", "Maximum absolute Force error: 3.300e+04 --> 4.335e+03 (N)\n", "Minimum absolute Force error: 7.970e+00 --> 1.156e+01 (N)\n", "Average absolute Force error: 4.844e+03 --> 4.768e+02 (N)\n", "Maximum absolute Force error: 2.654e-03 --> 3.486e-04 (normalized)\n", "Minimum absolute Force error: 6.410e-07 --> 9.296e-07 (normalized)\n", "Average absolute Force error: 3.895e-04 --> 3.835e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 4 total = 1.13 sec\n", "================\n", "Step 5\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,3)\n", "Node resolution (L,M,N)=(16,16,6)\n", "Boundary ratio = 0.25\n", "Pressure ratio = 1\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Perturbing equilibrium\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 35.3 ms\n", "Timer: Objective build = 44.2 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 76.3 ms\n", "Perturbing Rb_lmn, Zb_lmn\n", "Factorizing linear constraints\n", "Timer: linear constraint factorize = 802 ms\n", "Computing df\n", "Timer: df computation = 4.94 sec\n", "Factoring df\n", "Timer: df/dx factorization = 85.9 ms\n", "Computing d^2f\n", "Timer: d^2f computation = 3.94 sec\n", "Timer: Objective build = 901 us\n", "||dx||/||x|| = 1.065e-02\n", "Timer: Total perturbation = 12.1 sec\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 = 23.0 ms\n", "Timer: Linear constraint projection build = 571 ms\n", "Number of parameters: 351\n", "Number of objectives: 2106\n", "Timer: Initializing the optimization = 633 ms\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.216e-04 5.160e-01 \n", " 1 2 6.162e-05 2.600e-04 4.750e-02 4.500e-01 \n", " 2 3 3.637e-05 2.525e-05 5.032e-02 2.124e-01 \n", " 3 4 5.114e-06 3.126e-05 1.529e-02 1.830e-02 \n", " 4 6 4.974e-06 1.400e-07 3.913e-03 1.264e-03 \n", " 5 8 4.972e-06 1.824e-09 1.721e-03 3.344e-04 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 4.972e-06\n", " Total delta_x: 2.028e-02\n", " Iterations: 5\n", " Function evaluations: 8\n", " Jacobian evaluations: 6\n", "Timer: Solution time = 3.83 sec\n", "Timer: Avg time per step = 639 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.216e-04 --> 4.972e-06, \n", "Maximum absolute Force error: 9.822e+04 --> 5.672e+03 (N)\n", "Minimum absolute Force error: 1.369e+00 --> 7.219e-02 (N)\n", "Average absolute Force error: 3.584e+03 --> 5.292e+02 (N)\n", "Maximum absolute Force error: 7.899e-03 --> 4.562e-04 (normalized)\n", "Minimum absolute Force error: 1.101e-07 --> 5.806e-09 (normalized)\n", "Average absolute Force error: 2.882e-04 --> 4.256e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 5 total = 18.6 sec\n", "================\n", "Step 6\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,3)\n", "Node resolution (L,M,N)=(16,16,6)\n", "Boundary ratio = 0.5\n", "Pressure ratio = 1\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Perturbing equilibrium\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 41.0 ms\n", "Timer: Objective build = 51.6 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 70.0 ms\n", "Perturbing Rb_lmn, Zb_lmn\n", "Factorizing linear constraints\n", "Timer: linear constraint factorize = 887 ms\n", "Computing df\n", "Timer: df computation = 232 ms\n", "Factoring df\n", "Timer: df/dx factorization = 59.8 ms\n", "Computing d^2f\n", "Timer: d^2f computation = 4.39 ms\n", "Timer: Objective build = 920 us\n", "||dx||/||x|| = 1.034e-02\n", "Timer: Total perturbation = 2.36 sec\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 = 36.6 ms\n", "Timer: Linear constraint projection build = 967 ms\n", "Number of parameters: 351\n", "Number of objectives: 2106\n", "Timer: Initializing the optimization = 1.05 sec\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 2.534e-04 4.496e-01 \n", " 1 2 5.619e-05 1.972e-04 4.996e-02 4.518e-01 \n", " 2 4 7.822e-06 4.837e-05 1.555e-02 2.485e-02 \n", " 3 6 7.402e-06 4.200e-07 7.498e-03 8.701e-03 \n", " 4 8 7.337e-06 6.505e-08 4.047e-03 2.247e-03 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 7.337e-06\n", " Total delta_x: 5.202e-02\n", " Iterations: 4\n", " Function evaluations: 8\n", " Jacobian evaluations: 5\n", "Timer: Solution time = 1.61 sec\n", "Timer: Avg time per step = 322 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 2.534e-04 --> 7.337e-06, \n", "Maximum absolute Force error: 6.527e+04 --> 8.269e+03 (N)\n", "Minimum absolute Force error: 9.393e-01 --> 1.625e-01 (N)\n", "Average absolute Force error: 3.331e+03 --> 6.333e+02 (N)\n", "Maximum absolute Force error: 5.250e-03 --> 6.650e-04 (normalized)\n", "Minimum absolute Force error: 7.554e-08 --> 1.307e-08 (normalized)\n", "Average absolute Force error: 2.679e-04 --> 5.093e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 6 total = 5.34 sec\n", "================\n", "Step 7\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,3)\n", "Node resolution (L,M,N)=(16,16,6)\n", "Boundary ratio = 0.75\n", "Pressure ratio = 1\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Perturbing equilibrium\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 41.4 ms\n", "Timer: Objective build = 74.9 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 80.1 ms\n", "Perturbing Rb_lmn, Zb_lmn\n", "Factorizing linear constraints\n", "Timer: linear constraint factorize = 712 ms\n", "Computing df\n", "Timer: df computation = 234 ms\n", "Factoring df\n", "Timer: df/dx factorization = 61.0 ms\n", "Computing d^2f\n", "Timer: d^2f computation = 3.79 ms\n", "Timer: Objective build = 811 us\n", "||dx||/||x|| = 1.051e-02\n", "Timer: Total perturbation = 2.11 sec\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 = 30.5 ms\n", "Timer: Linear constraint projection build = 552 ms\n", "Number of parameters: 351\n", "Number of objectives: 2106\n", "Timer: Initializing the optimization = 635 ms\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 3.043e-04 4.975e-01 \n", " 1 2 5.966e-05 2.447e-04 5.163e-02 5.137e-01 \n", " 2 4 1.496e-05 4.470e-05 1.463e-02 8.413e-02 \n", " 3 6 1.408e-05 8.821e-07 6.584e-03 2.403e-02 \n", " 4 8 1.396e-05 1.164e-07 3.327e-03 6.503e-03 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 1.396e-05\n", " Total delta_x: 6.371e-02\n", " Iterations: 4\n", " Function evaluations: 8\n", " Jacobian evaluations: 5\n", "Timer: Solution time = 1.56 sec\n", "Timer: Avg time per step = 313 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.043e-04 --> 1.396e-05, \n", "Maximum absolute Force error: 7.930e+04 --> 1.600e+04 (N)\n", "Minimum absolute Force error: 7.137e-01 --> 6.245e-01 (N)\n", "Average absolute Force error: 3.772e+03 --> 9.117e+02 (N)\n", "Maximum absolute Force error: 6.378e-03 --> 1.287e-03 (normalized)\n", "Minimum absolute Force error: 5.740e-08 --> 5.022e-08 (normalized)\n", "Average absolute Force error: 3.034e-04 --> 7.332e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 7 total = 4.76 sec\n", "================\n", "Step 8\n", "================\n", "Spectral indexing: ansi\n", "Spectral resolution (L,M,N)=(8,8,3)\n", "Node resolution (L,M,N)=(16,16,6)\n", "Boundary ratio = 1.0\n", "Pressure ratio = 1\n", "Perturbation Order = 2\n", "Objective: force\n", "Optimizer: lsq-exact\n", "================\n", "Perturbing equilibrium\n", "Building objective: force\n", "Precomputing transforms\n", "Timer: Precomputing transforms = 42.6 ms\n", "Timer: Objective build = 54.4 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 iota\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Timer: Objective build = 76.5 ms\n", "Perturbing Rb_lmn, Zb_lmn\n", "Factorizing linear constraints\n", "Timer: linear constraint factorize = 676 ms\n", "Computing df\n", "Timer: df computation = 300 ms\n", "Factoring df\n", "Timer: df/dx factorization = 62.3 ms\n", "Computing d^2f\n", "Timer: d^2f computation = 4.50 ms\n", "Timer: Objective build = 873 us\n", "||dx||/||x|| = 1.056e-02\n", "Timer: Total perturbation = 1.76 sec\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 = 156 ms\n", "Timer: Linear constraint projection build = 686 ms\n", "Number of parameters: 351\n", "Number of objectives: 2106\n", "Timer: Initializing the optimization = 884 ms\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", " 0 1 7.358e-04 2.552e+00 \n", " 1 2 8.750e-05 6.483e-04 7.822e-02 2.978e-01 \n", " 2 3 6.510e-05 2.240e-05 2.974e-02 2.970e-01 \n", " 3 4 5.595e-05 9.155e-06 2.846e-02 4.422e-02 \n", " 4 5 5.330e-05 2.643e-06 2.140e-02 2.283e-02 \n", " 5 6 5.276e-05 5.418e-07 1.211e-02 1.807e-02 \n", " 6 7 5.243e-05 3.353e-07 1.377e-02 5.833e-03 \n", "Optimization terminated successfully.\n", "`ftol` condition satisfied.\n", " Current function value: 5.243e-05\n", " Total delta_x: 1.335e-01\n", " Iterations: 6\n", " Function evaluations: 7\n", " Jacobian evaluations: 7\n", "Timer: Solution time = 953 ms\n", "Timer: Avg time per step = 136 ms\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 7.358e-04 --> 5.243e-05, \n", "Maximum absolute Force error: 1.919e+05 --> 3.270e+04 (N)\n", "Minimum absolute Force error: 1.282e+00 --> 1.546e+00 (N)\n", "Average absolute Force error: 5.554e+03 --> 1.811e+03 (N)\n", "Maximum absolute Force error: 1.544e-02 --> 2.630e-03 (normalized)\n", "Minimum absolute Force error: 1.031e-07 --> 1.243e-07 (normalized)\n", "Average absolute Force error: 4.467e-04 --> 1.456e-04 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Z boundary error: 0.000e+00 --> 0.000e+00 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed iota profile error: 0.000e+00 --> 0.000e+00 (dimensionless)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "Timer: Iteration 8 total = 3.96 sec\n", "====================\n", "Done\n", "Timer: Total time = 1.04 min\n", "====================\n" ] } ], "source": [ "from desc.continuation import solve_continuation_automatic\n", "\n", "eqf = solve_continuation_automatic(eq.copy(), verbose=3)" ] }, { "cell_type": "markdown", "id": "0356bf5c-e0e5-4d45-8a35-779856f1c634", "metadata": {}, "source": [ "`solve_continuation_automatic` starts with a low resolution vacuum axisymmetric solution, and proceeds to increase the pressure, boundary shaping, and resolution until the final desired configuration is reached. It returns not just the final equilibrium, but each step along the way, as an `EquilibriaFamily`. " ] }, { "cell_type": "markdown", "id": "53cce1c2-78c4-4c95-9140-b01c312e8093", "metadata": {}, "source": [ "Finally, we can look at the differences between the two methods, and the initial guess" ] }, { "cell_type": "code", "execution_count": 13, "id": "2cdce988-88a0-4ed1-bd19-2592eb181d94", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_comparison(\n", " [eq, eq1, eqf[-1]], labels=[\"Initial\", \"eq.solve\", \"solve_continuation_automatic\"]\n", ");" ] }, { "cell_type": "markdown", "id": "e2b5bfe0-1f35-4f10-a7bc-a3f363b7a528", "metadata": {}, "source": [ "If we compute the normalized force balance error for each case, we see that using the continuation method gives ~20% lower error, indicating a better solution. For more complex equilibria this difference will often be much larger, which is why the continuation method is usually recommended." ] }, { "cell_type": "code", "execution_count": null, "id": "309b020d-58a6-45e7-94c2-c329149937aa", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Force error after eq.solve(): 9.3711e-03\n", "Force error after solve_continuation_autmatic: 7.3831e-03\n" ] } ], "source": [ "f1 = (\n", " eq1.compute(\"<|F|>_vol\")[\"<|F|>_vol\"]\n", " / eq1.compute(\"<|grad(|B|^2)|/2mu0>_vol\")[\"<|grad(|B|^2)|/2mu0>_vol\"]\n", ")\n", "f2 = (\n", " eqf[-1].compute(\"<|F|>_vol\")[\"<|F|>_vol\"]\n", " / eqf[-1].compute(\"<|grad(|B|^2)|/2mu0>_vol\")[\"<|grad(|B|^2)|/2mu0>_vol\"]\n", ")\n", "print(f\"Force error after eq.solve(): {f1:.4e}\")\n", "print(f\"Force error after solve_continuation_automatic: {f2:.4e}\")" ] } ], "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": 5 }