{ "cells": [ { "cell_type": "markdown", "id": "0289382a-d44b-40d4-b3a6-df96c4d5fae5", "metadata": {}, "source": [ "# Deflation Methods for Equilibrium and Optimization" ] }, { "cell_type": "markdown", "id": "5633d5f6-6f9f-4c4b-9e22-974677e37c9d", "metadata": {}, "source": [ "This notebook introduces deflation methods, and shows how to use them in two examples for equilibrium solving and stellarator optimization." ] }, { "cell_type": "markdown", "id": "1c269e8f-9de5-46fc-b3b0-0aa641bc515d", "metadata": {}, "source": [ "## Background" ] }, { "cell_type": "markdown", "id": "ba9ad2e7-a38e-4313-912e-a8a95836401d", "metadata": {}, "source": [ "Nonlinear system rootfinding $\\mathbf{F}(\\mathbf{x})=0$ can exhibit multiple roots (simplest case being polynomial rootfinding with scalar $x$). Newton's method is often used to rootfind, but which root is found depends on the initial guess for the method. Deflation was developed to try to allow convergence to multiple roots from the same initial guess for the rootfinding method. This is done by finding a first root, then \"deflating away\" that root by multiplying the original system by a deflation operator and then rootfinding on that augmented system. Concretely, let\n", "\n", "$$\n", "\\begin{equation}\n", " \\mathbf{F}(\\mathbf{x}) = 0\n", "\\end{equation}\n", "$$\n", "\n", "where $\\mathbf{F}$ is the nonlinear system of equations being solved and $\\mathbf{x}$ is the state vector of unknowns. The deflation algorithm works by attempting to find a set of distinct solutions $\\{\\mathbf{x}_1^*, \\mathbf{x}_2^*, ...\\}$. Suppose a solution is found $\\mathbf{x}_1^*$ to the above equation (by application of Newton's method, or some other way such as minimization of the residual). To find more solutions, one may apply a deflation operator to modify the system being solved, instead solving\n", "\n", "$$\n", "\\begin{equation}\n", " M(\\mathbf{x};\\mathbf{x}_1^*)\\mathbf{F}(\\mathbf{x})=0\n", "\\end{equation}\n", "$$\n", "\n", "where\n", "\n", "$$\n", "\\begin{equation}\n", " M(\\mathbf{x};\\mathbf{x}_1^*) = \\left(\\frac{1}{| \\mathbf{x}-\\mathbf{x}_1^* |^p_2}\\right) + \\sigma\n", "\\end{equation}\n", "$$\n", "\n", "is the deflation operator with power and shift parameters $p>0$ and $\\sigma>0$, respectively, and $| \\cdot |_2$ is the Euclidean norm. Solving the deflated system encourages the nonlinear solver to not return the known solution $\\mathbf{x}_1^*$ (from the same initial guess) but rather a distinct solution $\\mathbf{x}_2^*$ (if the nonlinear solver converges, which is not always guaranteed). To find further solutions, the system can then be deflated again using known solutions $\\{\\mathbf{x}_1^*,...,\\mathbf{x}_N^*\\}$ by simply applying the deflation operator repeatedly:\n", "\n", "$$\n", "\\begin{equation}\n", " \\prod_{i=1}^N M(\\mathbf{x};\\mathbf{x}_i^*)\\mathbf{F}(\\mathbf{x}) = 0\n", "\\end{equation}\n", "$$\n", "\n", "With this deflation method, one may find multiple solutions to a given system of equations. In DESC, it can be applied to find multiple solutions to various equilibrium problems , where the nonlinear system being solved is the ideal magneto-hydrodynamic (MHD) equilibrium force balance, and minimization techniques are applied to find the solutions to the unmodified and modified system. \n", "\n", "This can also be applied to nonconvex optimization (which many stellarator optimization problems are). One can either use the above form to modify the objective function being minimized to with the deflation operator, or one can apply a nonlinear constraint to enforce the deflation (either as an additional term to be penalized or as a nonlinear constraint through a constrained optimizer like `lsq-auglag`). The constraint would be of the form\n", "\n", "$$\n", "\\begin{equation}\n", "M(\\mathbf{x};\\mathbf{x_1}) \\leq r\n", "\\end{equation}\n", "$$\n", "\n", "Where $r>0$ is some positive constant. This constraint then would encourage the optimizer to not find minima similar to already-found minima." ] }, { "cell_type": "markdown", "id": "cdbf1162-d1d1-4dec-8fd9-b07d084c49b2", "metadata": {}, "source": [ "# Near Axis Constrained Equilibria\n", "\n", "Near-axis-constrained equilibrium is an under-constrained problem which has multiple solutions. We can apply deflation to find these solutions. In this section, we will apply this to a QA NAE solution to find three different global equilibria which match the same near-axis properties" ] }, { "cell_type": "code", "execution_count": 1, "id": "3af3a0be-180a-4e43-a190-c8c1b9cf4595", "metadata": {}, "outputs": [], "source": [ "# uncomment these if you have a GPU for a speedup!\n", "# from desc import set_device\n", "# set_device(\"gpu\")" ] }, { "cell_type": "code", "execution_count": 2, "id": "163efcc6-7341-4141-a3f2-df4333fda05a", "metadata": {}, "outputs": [], "source": [ "from desc.objectives import (\n", " DeflationOperator,\n", " ForceBalance,\n", " get_NAE_constraints,\n", " get_fixed_boundary_constraints,\n", " ObjectiveFunction,\n", ")\n", "from desc.io import load\n", "\n", "# must have installed pyQsc with `pip install qsc` in order to run this notebook!\n", "from qsc import Qsc\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import os\n", "from desc.equilibrium import Equilibrium\n", "from desc.plotting import (\n", " plot_comparison,\n", " plot_fsa,\n", " plot_section,\n", " plot_surfaces,\n", " plot_qs_error,\n", " plot_1d,\n", " plot_boundaries,\n", " plot_boozer_surface,\n", ")\n", "\n", "plt.rcParams.update({\"font.size\": 20})" ] }, { "cell_type": "markdown", "id": "de5c06c9-7d4a-4595-a0c4-2fccf3ad2c1b", "metadata": {}, "source": [ "As mentioned in [DESC Documentation on performance tips](https://desc-docs.readthedocs.io/en/latest/performance_tips.html), one can use compilation cache directory to reduce the compilation overhead time. Note: One needs to create `jax-caches` folder manually." ] }, { "cell_type": "code", "execution_count": 3, "id": "7d80457b-2ebf-40a2-b8b5-c626da004075", "metadata": {}, "outputs": [], "source": [ "# import jax\n", "\n", "# jax.config.update(\"jax_compilation_cache_dir\", \"../jax-caches\")\n", "# jax.config.update(\"jax_persistent_cache_min_entry_size_bytes\", -1)\n", "# jax.config.update(\"jax_persistent_cache_min_compile_time_secs\", 0)" ] }, { "cell_type": "code", "execution_count": 4, "id": "21b6c5d9-165b-4f60-9cf4-ff91d26d3eaf", "metadata": { "scrolled": true }, "outputs": [], "source": [ "qsc_eq = Qsc.from_paper(\"precise QA\", order=1)\n", "ntheta = 12 # only using M=5 for our equilibrium, so we don't need a large ntheta\n", "r = 0.25\n", "\n", "\n", "eq_fit = Equilibrium.from_near_axis(\n", " qsc_eq, # the Qsc equilibrium object\n", " r=r, # the finite radius (m) at which to evaluate the Qsc surface to use as the DESC boundary\n", " L=5, # DESC radial resolution\n", " M=5, # DESC poloidal resolution\n", " N=6, # DESC toroidal resolution\n", " ntheta=ntheta,\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "id": "29214823-e4c9-4e70-897c-e9c929664ffc", "metadata": { "scrolled": true }, "outputs": [], "source": [ "def solve_deflated(eq_fit, eqs_to_deflate=[], power=2, sigma=1):\n", " # Helper Function for using deflation to find multiple NAE-constrained equilibria\n", " eq = eq_fit.copy()\n", " constraints = get_NAE_constraints(\n", " eq, qsc_eq, order=1\n", " ) # get the first-order NAE constraints\n", " # create the force balance objective, which we will use both in the deflation and to solve the NAE-constrained and final fixed-boundary solve\n", " force_obj_bare = ForceBalance(eq)\n", " force_obj = ObjectiveFunction(force_obj_bare)\n", " maxiter_deflation = 15 if eqs_to_deflate[0] is not None else 50\n", " xtol_deflation = 1e-6 if eqs_to_deflate[0] is not None else 1e-7\n", " if eqs_to_deflate is not None:\n", " # solve deflated\n", " deflated_force_obj = ObjectiveFunction(\n", " DeflationOperator(\n", " thing=eq,\n", " things_to_deflate=eqs_to_deflate,\n", " objective=force_obj_bare,\n", " power=power,\n", " sigma=sigma,\n", " # params_to_deflate is a dictionary\n", " params_to_deflate_with={\"Rb_lmn\": True, \"Zb_lmn\": True},\n", " )\n", " )\n", " eq.solve(\n", " verbose=1,\n", " ftol=1e-3,\n", " objective=deflated_force_obj,\n", " # only do a few iterations, to just get into a different basin of attraction for another NAE-constrained equilibrium solution\n", " maxiter=maxiter_deflation,\n", " xtol=xtol_deflation,\n", " constraints=constraints,\n", " )\n", " # then solve just NAE-constrained equilibrium solve so it falls in new local minimum\n", " eq.solve(\n", " verbose=1,\n", " ftol=1e-3,\n", " objective=force_obj,\n", " maxiter=50,\n", " xtol=1e-7,\n", " constraints=constraints,\n", " )\n", " # then solve fixed boundary to confirm is indeed equilibrium in usual sense\n", " eq.solve(ftol=1e-3, maxiter=50, objective=force_obj)\n", "\n", " return eq" ] }, { "cell_type": "markdown", "id": "b883635e-1979-49db-a751-31e7572d3132", "metadata": {}, "source": [ "With the above helper function, we can call it in a loop as many times as we'd like to get any number of NAE-constrained equilibrium solutions. For brevity's sake this notebook will only run it three times." ] }, { "cell_type": "code", "execution_count": 6, "id": "cbc15b07-8b46-4b75-bd93-8ea467028a04", "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "####################\n", "i=0\n", "####################\n", "Building objective: Deflated force\n", "Precomputing transforms\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: Fix Near Axis R Behavior\n", "Building objective: Fix Near Axis Z Behavior\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 369\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 1.734e-08\n", " Total delta_x: 2.382e-01\n", " Iterations: 50\n", " Function evaluations: 56\n", " Jacobian evaluations: 51\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.857e+00 --> 1.734e-08, \n", "Maximum absolute Deflated Force error: 1.797e+06 --> 8.502e+01 (N)\n", "Minimum absolute Deflated Force error: 5.434e+00 --> 2.819e-03 (N)\n", "Average absolute Deflated Force error: 3.535e+04 --> 4.810e+00 (N)\n", "Maximum absolute Deflated Force error: 9.697e-01 --> 4.587e-05 (normalized)\n", "Minimum absolute Deflated Force error: 2.932e-06 --> 1.521e-09 (normalized)\n", "Average absolute Deflated Force error: 1.907e-02 --> 2.595e-06 (normalized)\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", "Fixed-Near-Axis R Behavior error: 3.993e-07 --> 1.929e-15 (m)\n", "Fixed-Near-Axis Z Behavior error: 3.459e-07 --> 1.099e-15 (m)\n", "==============================================================================================================\n", "\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 369\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 5.840e-09\n", " Total delta_x: 6.564e-02\n", " Iterations: 50\n", " Function evaluations: 63\n", " Jacobian evaluations: 51\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.734e-08 --> 5.840e-09, \n", "Maximum absolute Force error: 8.502e+01 --> 4.639e+01 (N)\n", "Minimum absolute Force error: 2.819e-03 --> 6.048e-03 (N)\n", "Average absolute Force error: 4.810e+00 --> 2.830e+00 (N)\n", "Maximum absolute Force error: 4.587e-05 --> 2.503e-05 (normalized)\n", "Minimum absolute Force error: 1.521e-09 --> 3.263e-09 (normalized)\n", "Average absolute Force error: 2.595e-06 --> 1.527e-06 (normalized)\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", "Fixed-Near-Axis R Behavior error: 1.929e-15 --> 1.894e-15 (m)\n", "Fixed-Near-Axis Z Behavior error: 1.099e-15 --> 1.080e-15 (m)\n", "==============================================================================================================\n", "\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 265\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "`gtol` condition satisfied. (gtol=1.00e-08)\n", " Current function value: 4.966e-09\n", " Total delta_x: 1.955e-04\n", " Iterations: 2\n", " Function evaluations: 3\n", " Jacobian evaluations: 3\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 5.840e-09 --> 4.966e-09, \n", "Maximum absolute Force error: 4.639e+01 --> 4.140e+01 (N)\n", "Minimum absolute Force error: 6.048e-03 --> 3.649e-03 (N)\n", "Average absolute Force error: 2.830e+00 --> 2.616e+00 (N)\n", "Maximum absolute Force error: 2.503e-05 --> 2.234e-05 (normalized)\n", "Minimum absolute Force error: 3.263e-09 --> 1.969e-09 (normalized)\n", "Average absolute Force error: 1.527e-06 --> 1.411e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 8.050e-18 (m)\n", "Z boundary error: 0.000e+00 --> 2.824e-17 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "\n", "####################\n", "i=1\n", "####################\n", "Building objective: Deflated force\n", "Precomputing transforms\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: Fix Near Axis R Behavior\n", "Building objective: Fix Near Axis Z Behavior\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 369\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 2.277e+00\n", " Total delta_x: 3.025e-01\n", " Iterations: 15\n", " Function evaluations: 21\n", " Jacobian evaluations: 16\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 8.403e+05 --> 2.277e+00, \n", "Maximum absolute Deflated Force error: 1.209e+09 --> 9.204e+05 (N)\n", "Minimum absolute Deflated Force error: 3.655e+03 --> 3.984e+01 (N)\n", "Average absolute Deflated Force error: 2.378e+07 --> 5.489e+04 (N)\n", "Maximum absolute Deflated Force error: 6.524e+02 --> 4.966e-01 (normalized)\n", "Minimum absolute Deflated Force error: 1.972e-03 --> 2.149e-05 (normalized)\n", "Average absolute Deflated Force error: 1.283e+01 --> 2.962e-02 (normalized)\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", "Fixed-Near-Axis R Behavior error: 3.993e-07 --> 1.927e-15 (m)\n", "Fixed-Near-Axis Z Behavior error: 3.459e-07 --> 1.080e-15 (m)\n", "==============================================================================================================\n", "\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 369\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 3.340e-08\n", " Total delta_x: 2.064e-01\n", " Iterations: 50\n", " Function evaluations: 53\n", " Jacobian evaluations: 51\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 5.055e-06 --> 3.340e-08, \n", "Maximum absolute Force error: 1.372e+03 --> 1.228e+02 (N)\n", "Minimum absolute Force error: 5.936e-02 --> 7.894e-04 (N)\n", "Average absolute Force error: 8.180e+01 --> 6.657e+00 (N)\n", "Maximum absolute Force error: 7.400e-04 --> 6.625e-05 (normalized)\n", "Minimum absolute Force error: 3.203e-08 --> 4.259e-10 (normalized)\n", "Average absolute Force error: 4.413e-05 --> 3.592e-06 (normalized)\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", "Fixed-Near-Axis R Behavior error: 1.927e-15 --> 1.918e-15 (m)\n", "Fixed-Near-Axis Z Behavior error: 1.080e-15 --> 1.076e-15 (m)\n", "==============================================================================================================\n", "\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 265\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "`gtol` condition satisfied. (gtol=1.00e-08)\n", " Current function value: 3.193e-08\n", " Total delta_x: 5.335e-04\n", " Iterations: 2\n", " Function evaluations: 3\n", " Jacobian evaluations: 3\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.340e-08 --> 3.193e-08, \n", "Maximum absolute Force error: 1.228e+02 --> 1.108e+02 (N)\n", "Minimum absolute Force error: 7.894e-04 --> 3.648e-03 (N)\n", "Average absolute Force error: 6.657e+00 --> 6.531e+00 (N)\n", "Maximum absolute Force error: 6.625e-05 --> 5.979e-05 (normalized)\n", "Minimum absolute Force error: 4.259e-10 --> 1.968e-09 (normalized)\n", "Average absolute Force error: 3.592e-06 --> 3.524e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 1.238e-18 (m)\n", "Z boundary error: 0.000e+00 --> 3.603e-18 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "\n", "####################\n", "i=2\n", "####################\n", "Building objective: Deflated force\n", "Precomputing transforms\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: Fix Near Axis R Behavior\n", "Building objective: Fix Near Axis Z Behavior\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 369\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 4.990e+06\n", " Total delta_x: 2.626e-01\n", " Iterations: 15\n", " Function evaluations: 23\n", " Jacobian evaluations: 16\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.956e+11 --> 4.990e+06, \n", "Maximum absolute Deflated Force error: 8.296e+11 --> 9.106e+08 (N)\n", "Minimum absolute Deflated Force error: 2.508e+06 --> 9.037e+04 (N)\n", "Average absolute Deflated Force error: 1.632e+10 --> 7.452e+07 (N)\n", "Maximum absolute Deflated Force error: 4.476e+05 --> 4.913e+02 (normalized)\n", "Minimum absolute Deflated Force error: 1.353e+00 --> 4.876e-02 (normalized)\n", "Average absolute Deflated Force error: 8.803e+03 --> 4.021e+01 (normalized)\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", "Fixed-Near-Axis R Behavior error: 3.993e-07 --> 1.910e-15 (m)\n", "Fixed-Near-Axis Z Behavior error: 3.459e-07 --> 1.068e-15 (m)\n", "==============================================================================================================\n", "\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 369\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 3.608e-08\n", " Total delta_x: 2.472e-01\n", " Iterations: 50\n", " Function evaluations: 59\n", " Jacobian evaluations: 51\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 4.386e-05 --> 3.608e-08, \n", "Maximum absolute Force error: 2.700e+03 --> 1.462e+02 (N)\n", "Minimum absolute Force error: 2.679e-01 --> 1.083e-03 (N)\n", "Average absolute Force error: 2.209e+02 --> 6.846e+00 (N)\n", "Maximum absolute Force error: 1.457e-03 --> 7.886e-05 (normalized)\n", "Minimum absolute Force error: 1.446e-07 --> 5.843e-10 (normalized)\n", "Average absolute Force error: 1.192e-04 --> 3.694e-06 (normalized)\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", "Fixed-Near-Axis R Behavior error: 1.910e-15 --> 1.900e-15 (m)\n", "Fixed-Near-Axis Z Behavior error: 1.068e-15 --> 1.076e-15 (m)\n", "==============================================================================================================\n", "\n", "Building objective: lcfs R\n", "Building objective: lcfs Z\n", "Building objective: fixed Psi\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed sheet current\n", "Building objective: self_consistency R\n", "Building objective: self_consistency Z\n", "Building objective: lambda gauge\n", "Building objective: axis R self consistency\n", "Building objective: axis Z self consistency\n", "Number of parameters: 265\n", "Number of objectives: 1800\n", "\n", "Starting optimization\n", "Using method: lsq-exact\n", "`gtol` condition satisfied. (gtol=1.00e-08)\n", " Current function value: 3.331e-08\n", " Total delta_x: 5.478e-04\n", " Iterations: 2\n", " Function evaluations: 3\n", " Jacobian evaluations: 3\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 3.608e-08 --> 3.331e-08, \n", "Maximum absolute Force error: 1.462e+02 --> 1.299e+02 (N)\n", "Minimum absolute Force error: 1.083e-03 --> 9.343e-04 (N)\n", "Average absolute Force error: 6.846e+00 --> 6.447e+00 (N)\n", "Maximum absolute Force error: 7.886e-05 --> 7.009e-05 (normalized)\n", "Minimum absolute Force error: 5.843e-10 --> 5.041e-10 (normalized)\n", "Average absolute Force error: 3.694e-06 --> 3.478e-06 (normalized)\n", "R boundary error: 0.000e+00 --> 3.880e-18 (m)\n", "Z boundary error: 0.000e+00 --> 1.434e-17 (m)\n", "Fixed Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Fixed pressure profile error: 0.000e+00 --> 0.000e+00 (Pa)\n", "Fixed current profile error: 0.000e+00 --> 0.000e+00 (A)\n", "Fixed sheet current error: 0.000e+00 --> 0.000e+00 (~)\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "# this can be increased if more local minima are desired, though\n", "# there is no guarantee that every solution found is \"good\",\n", "# e.g. convergence to a new good solution is not guaranteed\n", "N_deflation = 3\n", "# we can either append to the list of equilibria we are deflating with as we go, or\n", "# we can make the full list length we expect and fill it with None to start. The\n", "# latter is advantageous as it will avoid recompilation of our deflation objective\n", "# in subsequent iterations, so we will use that approach.\n", "eqs = [None] * N_deflation\n", "ts = []\n", "for i in range(N_deflation):\n", " print(\"#\" * 20)\n", " print(f\"{i=}\")\n", " print(\"#\" * 20)\n", " eqs[i] = solve_deflated(eq_fit, eqs, sigma=500).copy()" ] }, { "cell_type": "markdown", "id": "d9481d56-02c5-4bf3-9064-100797338cc6", "metadata": {}, "source": [ "Now that we have our two solutions, we can check them and see how they differ by comparing their boundaries:" ] }, { "cell_type": "markdown", "id": "00b01274-5209-4c9f-828f-b4561ac9657b", "metadata": {}, "source": [ "We see from their force errors that each are good equilibria with normalized force errors <1%. They also have different rotational transform profiles, though notably have the same near-axis properties (as expected given that all are NAE-constrained equilibria constrained by the same NAE solution):" ] }, { "cell_type": "code", "execution_count": 7, "id": "b12c7156-40bc-4883-a1fc-d55f6f5c8fc4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cs = [\"tab:blue\", \"tab:orange\", \"tab:green\", \"c\"]\n", "plt.rcParams.update({\"font.size\": 18})\n", "ax = None\n", "ax2 = None\n", "for i in range(len(eqs)):\n", " fig, ax = plot_fsa(eqs[i], \"|F|_normalized\", log=True, ax=ax, color=cs[i])\n", " fig2, ax2 = plot_1d(eqs[i], \"iota\", ax=ax2, color=cs[i])\n", "ax2.axhline(qsc_eq.iota, c=\"k\", linestyle=\"--\", label=\"NAE\", lw=2)\n", "ax2.set_xlim([0, 1.0])\n", "\n", "ax2.legend()" ] }, { "cell_type": "code", "execution_count": 8, "id": "10975092-ce3e-43ad-9113-2f5b5df05992", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "eq = eq_fit\n", "fig, axes = plt.subplots(1, 2, figsize=(12, 8))\n", "phis = np.linspace(0, np.pi / eq.NFP, 2, endpoint=True)\n", "fig, ax = plot_boundaries(eqs, lw=2, color=cs, legend=False, phi=phis[0], ax=axes[0])\n", "fig, ax = plot_boundaries(eqs, lw=2, color=cs, legend=True, phi=phis[1], ax=axes[1])\n", "for i, axx in enumerate(axes.flatten()):\n", " axx.set_aspect(\"equal\")\n", " axx.set_title(r\"$\\phi\\cdot N_{FP}/2\\pi=$\" + rf\"${phis[i]*eq.NFP/2/np.pi:1.3f}$\")" ] }, { "cell_type": "code", "execution_count": 9, "id": "d177e355-d688-4a73-8dd9-8d7c9b39a6da", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ax = None\n", "for i in range(len(eqs)):\n", " fig, ax, dataQS = plot_qs_error(\n", " eqs[i],\n", " labels=[f\"{i}\"] * 3,\n", " fC=False,\n", " fT=False,\n", " fB=True,\n", " log=True,\n", " color=[cs[i]] * 3,\n", " ax=ax,\n", " legend=False,\n", " marker=[None] * 3,\n", " return_data=True,\n", " lw=[3] * 3,\n", " )\n", "ax.set_xscale(\"log\")\n", "ax.set_yscale(\"log\")\n", "ax.plot(\n", " dataQS[\"rho\"],\n", " dataQS[\"rho\"] ** 2 * (np.max(dataQS[\"f_B\"]) * 0.3),\n", " \"k--\",\n", " lw=3,\n", ")\n", "ax.text(0.2, 2e-4, r\"$\\sim \\rho^2$\", size=18)\n", "ax.legend()\n", "ax.set_ylabel(r\"$\\hat{f}_B$\", fontsize=16);" ] }, { "cell_type": "markdown", "id": "1357b6e9-aefa-4171-b482-1eb8a9e2cd7f", "metadata": {}, "source": [ "## QH Optimization" ] }, { "cell_type": "markdown", "id": "879b9979-af12-4895-bd2d-ef5229903065", "metadata": {}, "source": [ "Now, we will perform a stage-one QH optimization three times: the first time will result in some QH solution, while the second and third times we will use the DeflationOperator as a nonlinear constraint to penalize the problem from finding the same solutions again. The constraint will be of the form\n", "\n", "\\begin{equation}\n", "M(\\mathbf{x};\\{\\mathbf{x}_i^*\\})\\leq r\n", "\\end{equation}\n", "\n", "where $r$ is the upper bound on the deflation metric cost (the lower the deflation metric cost, the farther the solution is away from the already-found solutions as measured by the deflation operator detailed above) and $\\{\\mathbf{x}_i^*\\}$ is the set of already-found local minima which we wish to avoid." ] }, { "cell_type": "code", "execution_count": 10, "id": "09a10d2f-52cb-440c-bfa0-555c739d7226", "metadata": {}, "outputs": [], "source": [ "from desc.continuation import solve_continuation_automatic\n", "from desc.equilibrium import EquilibriaFamily, Equilibrium\n", "from desc.geometry import FourierRZToroidalSurface\n", "from desc.grid import LinearGrid\n", "from desc.objectives import (\n", " AspectRatio,\n", " FixBoundaryR,\n", " FixBoundaryZ,\n", " FixCurrent,\n", " FixPressure,\n", " FixPsi,\n", " ForceBalance,\n", " ObjectiveFunction,\n", " QuasisymmetryTwoTerm,\n", " RotationalTransform,\n", ")\n", "from desc.optimize import Optimizer\n", "from desc.compat import rotate_zeta\n", "\n", "# create initial equilibrium, just a circular torus\n", "surf = FourierRZToroidalSurface(\n", " R_lmn=[1, 0.125, 0.0],\n", " Z_lmn=[-0.125, -0.0],\n", " modes_R=[[0, 0], [1, 0], [0, 1]],\n", " modes_Z=[[-1, 0], [0, -1]],\n", " NFP=4,\n", ")\n", "eq = Equilibrium(L=4, M=3, N=4, Psi=0.04, surface=surf)" ] }, { "cell_type": "code", "execution_count": 11, "id": "c92d93d9-7153-498b-9042-516f38568b00", "metadata": {}, "outputs": [], "source": [ "# grid to use to evaluate QH two-term errors at\n", "grid = LinearGrid(M=eq.M, N=eq.N, NFP=eq.NFP, rho=np.array([0.6, 0.8, 1.0]), sym=True)\n", "\n", "\n", "def run_and_deflate(eq, eqs_deflate, r=5):\n", " # Helper Function for using deflation to find multiple QH equilibria\n", "\n", " this_eq = eq.copy()\n", "\n", " objs = (\n", " QuasisymmetryTwoTerm(\n", " eq=this_eq,\n", " helicity=(1, eq.NFP),\n", " grid=grid,\n", " ),\n", " )\n", "\n", " constraints = (\n", " ForceBalance(eq=this_eq), # J x B - grad(p) = 0\n", " FixBoundaryR(\n", " eq=this_eq, modes=[[0, 0, 0]]\n", " ), # we fix the R_000 mode corresponding to the major radius\n", " FixPressure(eq=this_eq),\n", " FixCurrent(eq=this_eq),\n", " FixPsi(eq=this_eq),\n", " AspectRatio(eq=this_eq, target=8),\n", " RotationalTransform(this_eq, bounds=(0.7, 3), loss_function=\"mean\"),\n", " )\n", " if len(eqs_deflate) > 0:\n", " constraints += (\n", " DeflationOperator(\n", " this_eq,\n", " eqs_deflate,\n", " sigma=0,\n", " bounds=(0, r),\n", " power=2,\n", " ),\n", " ) # by default, the part of the state used in the deflation is the entire state i.e. Rlmn Zlmn Llmn etc,\n", " # every part of the eq.params_dict is included in the state.\n", " objective = ObjectiveFunction(objs)\n", "\n", " optimizer = Optimizer(\"lsq-auglag\")\n", " this_eq.optimize(\n", " objective=objective,\n", " constraints=constraints,\n", " optimizer=optimizer,\n", " maxiter=300,\n", " ftol=1e-2,\n", " verbose=1,\n", " x_scale=\"ess\",\n", " )\n", " this_eq.solve(ftol=5e-3, verbose=0)\n", " return this_eq" ] }, { "cell_type": "code", "execution_count": 12, "id": "d2f95344-fd0c-4324-b535-cd5b580d924c", "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "####################\n", "i=0\n", "####################\n", "Building objective: QS two-term\n", "Precomputing transforms\n", "Building objective: lcfs R\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed Psi\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", "Building objective: force\n", "Precomputing transforms\n", "Building objective: aspect ratio\n", "Precomputing transforms\n", "Building objective: rotational transform\n", "Precomputing transforms\n", "Building objective: Deflation\n", "Number of parameters: 173\n", "Number of objectives: 108\n", "Number of equality constraints: 715\n", "Number of inequality constraints: 2\n", "\n", "Starting optimization\n", "Using method: lsq-auglag\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 2.338e-06\n", " Constraint violation: 2.572e-04\n", " Total delta_x: 5.764e-01\n", " Iterations: 300\n", " Function evaluations: 559\n", " Jacobian evaluations: 300\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.124e-27 --> 2.338e-06, \n", "Maximum absolute Quasi-symmetry (1,4) two-term error: 2.576e-15 --> 4.689e-04 (T^3)\n", "Minimum absolute Quasi-symmetry (1,4) two-term error: 8.061e-18 --> 7.896e-07 (T^3)\n", "Average absolute Quasi-symmetry (1,4) two-term error: 8.535e-16 --> 4.739e-05 (T^3)\n", "Maximum absolute Quasi-symmetry (1,4) two-term error: 2.438e-15 --> 4.437e-04 (normalized)\n", "Minimum absolute Quasi-symmetry (1,4) two-term error: 7.628e-18 --> 7.472e-07 (normalized)\n", "Average absolute Quasi-symmetry (1,4) two-term error: 8.076e-16 --> 4.485e-05 (normalized)\n", "Maximum absolute Force error: 7.928e+03 --> 3.515e+02 (N)\n", "Minimum absolute Force error: 7.050e-13 --> 1.198e-01 (N)\n", "Average absolute Force error: 2.645e+03 --> 3.255e+01 (N)\n", "Maximum absolute Force error: 7.783e-03 --> 3.451e-04 (normalized)\n", "Minimum absolute Force error: 6.922e-19 --> 1.176e-07 (normalized)\n", "Average absolute Force error: 2.597e-03 --> 3.196e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\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 Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Aspect ratio: 8.000e+00 --> 8.000e+00 (dimensionless)\n", "Maximum Rotational transform: 1.928e-33 --> 1.225e+00 (dimensionless)\n", "Minimum Rotational transform: 1.928e-33 --> 1.225e+00 (dimensionless)\n", "Average Rotational transform: 1.928e-33 --> 1.225e+00 (dimensionless)\n", "Maximum Deflation error: 0.000e+00 --> 0.000e+00 ~\n", "Minimum Deflation error: 0.000e+00 --> 0.000e+00 ~\n", "Average Deflation error: 0.000e+00 --> 0.000e+00 ~\n", "Maximum Deflation error: 0.000e+00 --> 0.000e+00 (normalized)\n", "Minimum Deflation error: 0.000e+00 --> 0.000e+00 (normalized)\n", "Average Deflation error: 0.000e+00 --> 0.000e+00 (normalized)\n", "==============================================================================================================\n", "\n", "####################\n", "i=1\n", "####################\n", "Building objective: QS two-term\n", "Precomputing transforms\n", "Building objective: lcfs R\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed Psi\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", "Building objective: force\n", "Precomputing transforms\n", "Building objective: aspect ratio\n", "Precomputing transforms\n", "Building objective: rotational transform\n", "Precomputing transforms\n", "Building objective: Deflation\n", "Number of parameters: 173\n", "Number of objectives: 108\n", "Number of equality constraints: 715\n", "Number of inequality constraints: 2\n", "\n", "Starting optimization\n", "Using method: lsq-auglag\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 9.709e-05\n", " Constraint violation: 1.869e-03\n", " Total delta_x: 7.126e-01\n", " Iterations: 300\n", " Function evaluations: 401\n", " Jacobian evaluations: 300\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.124e-27 --> 9.709e-05, \n", "Maximum absolute Quasi-symmetry (1,4) two-term error: 2.576e-15 --> 3.093e-03 (T^3)\n", "Minimum absolute Quasi-symmetry (1,4) two-term error: 8.061e-18 --> 2.325e-07 (T^3)\n", "Average absolute Quasi-symmetry (1,4) two-term error: 8.535e-16 --> 2.830e-04 (T^3)\n", "Maximum absolute Quasi-symmetry (1,4) two-term error: 2.438e-15 --> 2.927e-03 (normalized)\n", "Minimum absolute Quasi-symmetry (1,4) two-term error: 7.628e-18 --> 2.200e-07 (normalized)\n", "Average absolute Quasi-symmetry (1,4) two-term error: 8.076e-16 --> 2.677e-04 (normalized)\n", "Maximum absolute Force error: 7.928e+03 --> 2.554e+03 (N)\n", "Minimum absolute Force error: 7.050e-13 --> 9.609e-02 (N)\n", "Average absolute Force error: 2.645e+03 --> 2.176e+02 (N)\n", "Maximum absolute Force error: 7.783e-03 --> 2.508e-03 (normalized)\n", "Minimum absolute Force error: 6.922e-19 --> 9.434e-08 (normalized)\n", "Average absolute Force error: 2.597e-03 --> 2.137e-04 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\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 Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Aspect ratio: 8.000e+00 --> 8.000e+00 (dimensionless)\n", "Maximum Rotational transform: 1.928e-33 --> 1.343e+00 (dimensionless)\n", "Minimum Rotational transform: 1.928e-33 --> 1.343e+00 (dimensionless)\n", "Average Rotational transform: 1.928e-33 --> 1.343e+00 (dimensionless)\n", "Maximum Deflation error: 8.663e+00 --> 5.000e+00 ~\n", "Minimum Deflation error: 8.663e+00 --> 5.000e+00 ~\n", "Average Deflation error: 8.663e+00 --> 5.000e+00 ~\n", "Maximum Deflation error: 8.663e+00 --> 5.000e+00 (normalized)\n", "Minimum Deflation error: 8.663e+00 --> 5.000e+00 (normalized)\n", "Average Deflation error: 8.663e+00 --> 5.000e+00 (normalized)\n", "==============================================================================================================\n", "\n", "####################\n", "i=2\n", "####################\n", "Building objective: QS two-term\n", "Precomputing transforms\n", "Building objective: lcfs R\n", "Building objective: fixed pressure\n", "Building objective: fixed current\n", "Building objective: fixed Psi\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", "Building objective: force\n", "Precomputing transforms\n", "Building objective: aspect ratio\n", "Precomputing transforms\n", "Building objective: rotational transform\n", "Precomputing transforms\n", "Building objective: Deflation\n", "Number of parameters: 173\n", "Number of objectives: 108\n", "Number of equality constraints: 715\n", "Number of inequality constraints: 2\n", "\n", "Starting optimization\n", "Using method: lsq-auglag\n", "Warning: Maximum number of iterations has been exceeded.\n", " Current function value: 2.146e-05\n", " Constraint violation: 9.590e-04\n", " Total delta_x: 7.146e-01\n", " Iterations: 300\n", " Function evaluations: 454\n", " Jacobian evaluations: 300\n", "==============================================================================================================\n", " Start --> End\n", "Total (sum of squares): 1.124e-27 --> 2.146e-05, \n", "Maximum absolute Quasi-symmetry (1,4) two-term error: 2.576e-15 --> 1.567e-03 (T^3)\n", "Minimum absolute Quasi-symmetry (1,4) two-term error: 8.061e-18 --> 1.486e-07 (T^3)\n", "Average absolute Quasi-symmetry (1,4) two-term error: 8.535e-16 --> 1.399e-04 (T^3)\n", "Maximum absolute Quasi-symmetry (1,4) two-term error: 2.438e-15 --> 1.482e-03 (normalized)\n", "Minimum absolute Quasi-symmetry (1,4) two-term error: 7.628e-18 --> 1.406e-07 (normalized)\n", "Average absolute Quasi-symmetry (1,4) two-term error: 8.076e-16 --> 1.324e-04 (normalized)\n", "Maximum absolute Force error: 7.928e+03 --> 1.311e+03 (N)\n", "Minimum absolute Force error: 7.050e-13 --> 1.727e-01 (N)\n", "Average absolute Force error: 2.645e+03 --> 8.711e+01 (N)\n", "Maximum absolute Force error: 7.783e-03 --> 1.287e-03 (normalized)\n", "Minimum absolute Force error: 6.922e-19 --> 1.695e-07 (normalized)\n", "Average absolute Force error: 2.597e-03 --> 8.552e-05 (normalized)\n", "R boundary error: 0.000e+00 --> 0.000e+00 (m)\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 Psi error: 0.000e+00 --> 0.000e+00 (Wb)\n", "Aspect ratio: 8.000e+00 --> 8.000e+00 (dimensionless)\n", "Maximum Rotational transform: 1.928e-33 --> 1.420e+00 (dimensionless)\n", "Minimum Rotational transform: 1.928e-33 --> 1.420e+00 (dimensionless)\n", "Average Rotational transform: 1.928e-33 --> 1.420e+00 (dimensionless)\n", "Maximum Deflation error: 3.533e+01 --> 5.000e+00 ~\n", "Minimum Deflation error: 3.533e+01 --> 5.000e+00 ~\n", "Average Deflation error: 3.533e+01 --> 5.000e+00 ~\n", "Maximum Deflation error: 3.533e+01 --> 5.000e+00 (normalized)\n", "Minimum Deflation error: 3.533e+01 --> 5.000e+00 (normalized)\n", "Average Deflation error: 3.533e+01 --> 5.000e+00 (normalized)\n", "==============================================================================================================\n", "\n" ] } ], "source": [ "# this can be increased if more local minima are desired, though\n", "# there is no guarantee that every solution found is \"good\",\n", "# e.g. convergence to a new good solution is not guaranteed\n", "N_deflation = 3\n", "eqs = (\n", " [None] * N_deflation * 2\n", ") # we will have 2*N_deflation total eqs to deflate since we are\n", "# including the potential degenerate rotations as well\n", "for i in range(0, N_deflation):\n", " print(\"#\" * 20)\n", " print(f\"{i=}\")\n", " print(\"#\" * 20)\n", " eqs[i] = run_and_deflate(eq, eqs).copy()\n", " # also add to the list of deflated solutions the other possible parametrization\n", " # of the same physical equilibrium in stellarator symmetry, which is the pi/NFP\n", " # toroidally rotated equilibrium\n", " # to avoid the exact same equilibrium being found\n", " # This is unneeded for the NAE-constrained equilibria in the prior section\n", " # because the NAE constraints on the axis and first-order behavior remove this possible\n", " # parametrization degeneracy\n", " eqs[-(i + 1)] = rotate_zeta(eqs[i].copy(), angle=np.pi / eq.NFP)" ] }, { "cell_type": "code", "execution_count": 13, "id": "09b9a3f6-22e6-4d74-bb6a-a82a6d91ec4a", "metadata": {}, "outputs": [], "source": [ "eqs = eqs[0:N_deflation] # only keep the physically unique equilibria here" ] }, { "cell_type": "code", "execution_count": 14, "id": "7a72180e-543c-4661-b9cf-fbb2a9ab416e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from desc.plotting import *\n", "\n", "plt.rcParams.update({\"font.size\": 18})\n", "ax2 = None\n", "for i in range(len(eqs)):\n", " fig2, ax2 = plot_1d(eqs[i], \"iota\", ax=ax2, color=cs[i], label=str(i))\n", "ax2.set_xlim([0, 1.0])\n", "ax2.legend()" ] }, { "cell_type": "code", "execution_count": 15, "id": "e64e38c4-fd2c-447d-bf6e-14294636eaa8", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(2, 2, figsize=(12, 12))\n", "axes = axes.flatten()\n", "phis = np.linspace(0, 2 * np.pi / eqs[0].NFP, 4, endpoint=False)\n", "fig, ax = plot_boundaries(eqs, lw=2, color=cs, legend=False, phi=phis[0], ax=axes[0])\n", "fig, ax = plot_boundaries(eqs, lw=2, color=cs, legend=True, phi=phis[1], ax=axes[1])\n", "fig, ax = plot_boundaries(eqs, lw=2, color=cs, legend=True, phi=phis[2], ax=axes[2])\n", "fig, ax = plot_boundaries(eqs, lw=2, color=cs, legend=True, phi=phis[3], ax=axes[3])\n", "\n", "for i, axx in enumerate(axes):\n", " axx.set_aspect(\"equal\")\n", " axx.set_title(r\"$\\phi\\cdot N_{FP}/2\\pi=$\" + rf\"${phis[i]*eqs[0].NFP/2/np.pi:1.3f}$\")" ] }, { "cell_type": "code", "execution_count": 16, "id": "dfd90346-5437-4cf9-8ca8-a9a3f9594f05", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, N_deflation, figsize=(N_deflation * 5, 5))\n", "ax = ax.flatten()\n", "for i in range(len(eqs)):\n", " plot_boozer_surface(eqs[i], ax=ax[i])" ] }, { "cell_type": "code", "execution_count": null, "id": "7038a8ea-a966-466a-84b8-2ea6c3d3a9f6", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "cpu", "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": "3.13.0" }, "nbdime-conflicts": { "local_diff": [ { "diff": [ { "diff": [ { "key": 0, "op": "addrange", "valuelist": [ "desc-env-latest" ] }, { "key": 0, "length": 1, "op": "removerange" } ], "key": "display_name", "op": "patch" } ], "key": "kernelspec", "op": "patch" }, { "diff": [ { "diff": [ { "diff": [ { "key": 5, "op": "addrange", "valuelist": "0" }, { "key": 5, "length": 1, "op": "removerange" } ], "key": 0, "op": "patch" } ], "key": "version", "op": "patch" } ], "key": "language_info", "op": "patch" } ], "remote_diff": [ { "diff": [ { "diff": [ { "key": 0, "op": "addrange", "valuelist": [ "desc-env" ] }, { "key": 0, "length": 1, "op": "removerange" } ], "key": "display_name", "op": "patch" } ], "key": "kernelspec", "op": "patch" }, { "diff": [ { "diff": [ { "diff": [ { "key": 5, "op": "addrange", "valuelist": "8" }, { "key": 5, "length": 1, "op": "removerange" } ], "key": 0, "op": "patch" } ], "key": "version", "op": "patch" } ], "key": "language_info", "op": "patch" } ] } }, "nbformat": 4, "nbformat_minor": 5 }