{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Standard problem 4\n",
    "\n",
    "## Problem specification\n",
    "\n",
    "The sample is a thin film cuboid with dimensions:\n",
    "\n",
    "- length $l_{x} = 500 \\,\\text{nm}$,\n",
    "- width $l_{y} = 125 \\,\\text{nm}$, and\n",
    "- thickness $l_{z} = 3 \\,\\text{nm}$.\n",
    "\n",
    "The material parameters (similar to permalloy) are:\n",
    "\n",
    "- exchange energy constant $A = 1.3 \\times 10^{-11} \\,\\text{J/m}$,\n",
    "- magnetisation saturation $M_\\text{s} = 8 \\times 10^{5} \\,\\text{A/m}$.\n",
    "\n",
    "Magnetisation dynamics are governed by the Landau-Lifshitz-Gilbert equation\n",
    "\n",
    "$$\\frac{d\\mathbf{m}}{dt} = \\underbrace{-\\gamma_{0}(\\mathbf{m} \\times \\mathbf{H}_\\text{eff})}_\\text{precession} + \\underbrace{\\alpha\\left(\\mathbf{m} \\times \\frac{d\\mathbf{m}}{dt}\\right)}_\\text{damping}$$\n",
    "\n",
    "where $\\gamma_{0} = 2.211 \\times 10^{5} \\,\\text{m}\\,\\text{A}^{-1}\\,\\text{s}^{-1}$ and Gilbert damping $\\alpha=0.02$.\n",
    "\n",
    "In the standard problem 4, the system is first relaxed at zero external magnetic field and then, starting from the obtained equlibrium configuration, the magnetisation dynamics are simulated for two external magnetic fields $\\mathbf{B}_{1} = (-24.6, 4.3, 0.0) \\,\\text{mT}$ and $\\mathbf{B}_{2} = (-35.5, -6.3, 0.0) \\,\\text{mT}$.\n",
    "\n",
    "More detailed specification of Standard problem 4 can be found in Ref. 1.\n",
    "\n",
    "## Simulation\n",
    "\n",
    "### Import modules\n",
    "In the first step, we import the required modules and configure pyvista for static rendering."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-05-12 21:31:01 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Version 0.9.1\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pyvista as pv\n",
    "from scipy import constants\n",
    "\n",
    "import neuralmag as nm\n",
    "\n",
    "pv.set_jupyter_backend(\"static\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Setup mesh and state\n",
    "\n",
    "In the first stage, we need to setup the mesh and the simulation state. We chose a cell size of $5 \\times 5 \\times 3 \\,\\text{nm}^3$ resulting in $100 \\times 25 \\times 1$ cells simulate for the geometry defined for this standard problem."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-05-12 21:31:01 NeuralMag:INFO \u001b[1;37;32m[Mesh] 3D, 100 x 25 x 1 (size = 5e-09 x 5e-09 x 3e-09)\u001b[0m\n",
      "2025-05-12 21:31:02 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Backend set to 'jax'.\u001b[0m\n",
      "2025-05-12 21:31:02 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Set default device to 'TFRT_CPU_0'.\u001b[0m\n",
      "2025-05-12 21:31:02 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Set default dtype to 'float32'.\u001b[0m\n",
      "2025-05-12 21:31:02 NeuralMag:INFO \u001b[1;37;32m[State] Running on device: TFRT_CPU_0 (dtype = float32, backend = jax)\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "mesh = nm.Mesh([100, 25, 1], [5e-9, 5e-9, 3e-9], [0.0, 0.0, 0.0])\n",
    "state = nm.State(mesh)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Setup material parameters and define initial magnetization\n",
    "In the next step, we set the material parameters $M_s$, $A$ and $\\alpha$ according to the requirements of the standard problem."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "state.material.Ms = 8e5\n",
    "state.material.A = 1.3e-11\n",
    "state.material.alpha = 0.02"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We have to provide an initial magnetisation configuration that is going to be relaxed subsequently. We choose the uniform configuration in xy-direction that is know to relax into the requires s-state."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "state.m = nm.VectorFunction(state).fill((0.5**0.5, 0.5**0.5, 0))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Register effectiv-field contributions\n",
    "Now we initialize the effecitive field contributions that are required for the relaxation of the initial magnetization. Namely, we set up a total field consisting of the exchange field and the demagnetization field."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-05-12 21:31:03 NeuralMag:INFO \u001b[1;37;32m[ExchangeField] Register state methods (field: 'h_exchange', energy: 'E_exchange')\u001b[0m\n",
      "2025-05-12 21:31:03 NeuralMag:INFO \u001b[1;37;32m[DemagField] Register state methods (field: 'h_demag', energy: 'E_demag')\u001b[0m\n",
      "2025-05-12 21:31:03 NeuralMag:INFO \u001b[1;37;32m[DemagField]: Set up demag tensor\u001b[0m\n",
      "2025-05-12 21:31:05 NeuralMag:INFO \u001b[1;37;32m[TotalField] Register state methods (field: 'h', energy: 'E')\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "nm.ExchangeField().register(state, \"exchange\")\n",
    "nm.DemagField().register(state, \"demag\")\n",
    "nm.TotalField(\"exchange\", \"demag\").register(state)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Minimize energy to find the initial stable state\n",
    "We initialze the LLG solver and use the ```relax``` method in order relax the system into the stable s-state configuration."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-05-12 21:31:05 NeuralMag:INFO \u001b[1;37;32m[LLGSolverJAX] Initialize RHS function\u001b[0m\n",
      "2025-05-12 21:31:08 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation started, initial energy E = 1.78526e-18 J\u001b[0m\n",
      "2025-05-12 21:31:12 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.23503e+10) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.95043e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 6.64984e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 5.6196e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.72191e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.10889e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.60299e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.27347e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.99727e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.84968e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.71943e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.74717e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.68192e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.68738e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.57365e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.53996e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.4156e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.33666e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.22955e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.15463e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.03638e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.97609e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.84581e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.79799e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.66496e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.62505e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.50757e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.43938e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.35844e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.30983e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.22248e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.18487e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.09025e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.07067e+09) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 9.76053e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 9.50718e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 8.78952e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:18 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 8.4075e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.88137e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.68521e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.02116e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 6.97737e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 6.23397e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 6.24377e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 5.58621e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 5.48315e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 5.04099e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.87865e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.52102e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.50857e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.07065e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 4.12021e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.74562e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.66486e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.44439e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.40619e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.24023e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:19 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.16462e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 3.04191e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.97535e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.85321e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.79992e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.68114e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.61812e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.51303e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.46433e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.36429e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.30246e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.21156e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.17266e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:20 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.07177e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 2.03795e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.94069e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.90399e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.8163e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.78495e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.70697e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.66375e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.59264e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.57365e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.49088e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.47018e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.39257e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.37632e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.30397e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.28682e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.22539e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.19911e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.14023e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.13788e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:21 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.06705e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 1.05988e+08) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 9.93389e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 9.94332e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 9.31488e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 9.19996e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 8.75564e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 8.63027e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 8.13572e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 8.21615e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.59377e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.61276e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.04277e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 7.11793e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 6.63023e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation step (max dm/dt = 6.53792e+07) 1/s\u001b[0m\n",
      "2025-05-12 21:31:22 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Relaxation finished, final energy E = 6.33835e-19 J\u001b[0m\n"
     ]
    },
    {
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "llg = nm.LLGSolver(state)\n",
    "llg.relax()\n",
    "state.write_vti([\"m\"], \"standard-problem-4/s-state.vti\")\n",
    "\n",
    "# Plot the flower state\n",
    "mesh = pv.read(\"standard-problem-4/s-state.vti\")\n",
    "glyphs = mesh.glyph(orient=\"m\", scale=\"m\", factor=1e-8)\n",
    "p = pv.Plotter()\n",
    "p.add_mesh(glyphs, color=\"white\", lighting=True, smooth_shading=True)\n",
    "p.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Apply external field\n",
    "In the next step we initialize the an external field to switch the magnetization as defined in the standard problem. In order to include this additional field, we update the total field and reset the LLG solver."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-05-12 21:31:23 NeuralMag:INFO \u001b[1;37;32m[ExternalField] Register state methods (field: 'h_external', energy: 'E_external')\u001b[0m\n",
      "2025-05-12 21:31:23 NeuralMag:INFO \u001b[1;37;32m[TotalField] Register state methods (field: 'h', energy: 'E')\u001b[0m\n",
      "2025-05-12 21:31:23 NeuralMag:INFO \u001b[1;37;32m[LLGSolverJAX] Initialize RHS function\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "# Setup Zeeman field\n",
    "h_ext = nm.VectorFunction(state).fill(\n",
    "    [-24.6e-3 / constants.mu_0, 4.3e-3 / constants.mu_0, 0.0]  # B1\n",
    "    # [-35.5e-3 / constants.mu_0, -6.3e-3 / constants.mu_0, 0.0]  # B2\n",
    ")\n",
    "nm.ExternalField(h_ext).register(state, \"external\")\n",
    "\n",
    "# Update total field\n",
    "nm.TotalField(\"exchange\", \"demag\", \"external\").register(state)\n",
    "\n",
    "# Reset LLGSolver\n",
    "llg.reset()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Simulate switching\n",
    "Finally, we can run the switching simulation using the LLGSolver. We run the magnetisation evolution for $t=1 \\,\\text{ns}$. We set up a logger to save the averaged magnetization as well as a time series of the full magnetization configuration and log the simulation state every $10\\,\\text{ps}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2025-05-12 21:31:23 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 0s\u001b[0m\n",
      "2025-05-12 21:31:27 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1e-11s\u001b[0m\n",
      "2025-05-12 21:31:27 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9e-11s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1e-10s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:28 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 1.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:29 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 2.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 3.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 4.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 5.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 6.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.4e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.5e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.6e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.7e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.8e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 7.9e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8e-10s\u001b[0m\n",
      "2025-05-12 21:31:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.1e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.2e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.3e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.40001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.50001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.60001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.70001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.80001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 8.90001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.00001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.10001e-10s\u001b[0m\n",
      "2025-05-12 21:31:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.20001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.30001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.40001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.50001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.60001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.70001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.80001e-10s\u001b[0m\n",
      "2025-05-12 21:31:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-11s, t = 9.90001e-10s\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "logger = nm.Logger(\"standard-problem-4\", [\"t\", \"m\"], [\"m\"])\n",
    "while state.t < 1e-9:\n",
    "    llg.step(1.0e-11)\n",
    "    logger.log(state)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Postprocessing"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, we want to plot the average magnetization configuration as a function of time `t`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = np.loadtxt(\"standard-problem-4/log.dat\")\n",
    "plt.plot(data[:, 0], data[:, 1], label=\"m_x\")\n",
    "plt.plot(data[:, 0], data[:, 2], label=\"m_y\")\n",
    "plt.plot(data[:, 0], data[:, 3], label=\"m_z\")\n",
    "plt.legend()\n",
    "plt.xlabel(\"t [s]\")\n",
    "plt.ylabel(\"m_i\")\n",
    "plt.show()"
   ]
  },
  {
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   "source": [
    "## References\n",
    "\n",
    "[1] µMAG Site Directory: http://www.ctcms.nist.gov/~rdm/mumag.org.html\n",
    "    \n",
    "This tutorial was adapted from [Ubermag](https://ubermag.github.io/)."
   ]
  }
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