{ "cells": [ { "cell_type": "markdown", "id": "560c4ecc-2e2d-4ade-a13f-09fe1f636e29", "metadata": {}, "source": [ "# Synthetic antiferromagnet\n", "In this example we simulate a synthetic ferromagnet, consisting of two ferromagnetic layers coupled by the RKKY interaction, under the influence of an external field in y-direction. We neglect the influence of the demagnetization field and pin the upper layer in the x-direction with a strong uniaxiatial ansisotropy field. Considering thin layers with a homogeneous magnetization in z-direction, the y-component of the magnetization in the bottom layer should follow the field as\n", "$$m_y(H_y) = \\sin(\\arctan{[}t * H_y / A_i{]})$$\n", "with $t$ being the thickness of the bottom layer and $A_i$ being the interlayer exchange coupling strength in [J/m$^2$].\n", "\n", "## Simulation\n", "### Import libraries and set precision" ] }, { "cell_type": "code", "execution_count": 1, "id": "69b0a684-c6d1-4ac0-b05f-d67e754a4812", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2025-05-12 18:02:15 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Version 0.9.1\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Backend set to 'jax'.\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Set default dtype to 'float64'.\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", "# set to double precision for convergence\n", "nm.config.dtype = \"float64\"\n", "\n", "pv.set_jupyter_backend(\"static\")" ] }, { "cell_type": "markdown", "id": "1c4f593a-49c6-42ce-95d8-f21094096b9b", "metadata": {}, "source": [ "### Set up mesh, state and geometry\n", "We prepare a mesh with 3 layers to describe the magnetic trilayer structure. The middle layer should act as a nonmagnetic spacer layer. Therefore, we set the density field ```state.rho``` to machine epsilon (NeuralMag does not support 0 density since this will lead to division-by-zero errors)." ] }, { "cell_type": "code", "execution_count": 2, "id": "4d4efd82-4edf-4d20-a3cb-e4e97b503d57", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[Mesh] 3D, 10 x 10 x 3 (size = 1e-09 x 1e-09 x 1e-09)\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[NeuralMag] Set default device to 'TFRT_CPU_0'.\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[State] Running on device: TFRT_CPU_0 (dtype = float64, backend = jax)\u001b[0m\n" ] } ], "source": [ "# setup mesh and state\n", "mesh = nm.Mesh((10, 10, 3), (1e-9, 1e-9, 1e-9))\n", "state = nm.State(mesh)\n", "\n", "# set empty spacer layer\n", "rho = np.ones(mesh.n)\n", "rho[:, :, 1] = state.eps\n", "state.rho = nm.CellFunction(state, tensor=state.tensor(rho))" ] }, { "cell_type": "markdown", "id": "ce0af9c9-9eb6-4753-a7ee-7399ca0bafe8", "metadata": {}, "source": [ "### Set up material\n", "We set the material parameters Ms, A and alpha as constants since they are assumed to be equal in the both ferromagnetic layers. We could set these parameters to zero in the spacer layer. However, since the field contributions only consider the magnetic region ```state.rho``` this would lead to an unnecessary memory overhead.\n", "\n", "We set the interface coupling constant ```iA``` as a constant -0.5 mJ/m to propote antiferromagnetic coupling. The actual interfaces to be coupled will be set in the ```InterlayerExchangeField``` class.\n", "\n", "The uniaxial anisotropy is to 10 mJ/m$^3$ only in top ferromagnetic layer. As for the magnetic region ```rho```, we prepare the tensor using NumPy before initializing the actual function object." ] }, { "cell_type": "code", "execution_count": 3, "id": "d83aa0ff-ba29-4b23-8ebd-b8f9e661eefc", "metadata": {}, "outputs": [], "source": [ "# setup material and m0\n", "state.material.Ms = 1.0 / constants.mu_0\n", "state.material.A = 1.3e-11\n", "state.material.alpha = 1.0\n", "state.material.iA = nm.Function(state, \"ccn\").fill(-0.5e-3, expand=True)\n", "\n", "# set Ku to 1e7 in upper layer and keep it zero everywhere else\n", "Ku = np.zeros(mesh.n)\n", "Ku[:, :, 2:] = 1e7\n", "state.material.Ku = nm.CellFunction(state, tensor=state.tensor(Ku))\n", "state.material.Ku_axis = [1, 0, 0]" ] }, { "cell_type": "markdown", "id": "f50ba387-b5d0-4bb9-96e9-564757eddfa4", "metadata": {}, "source": [ "### Set initial magnetization and plot result" ] }, { "cell_type": "code", "execution_count": 4, "id": "5050b782-bd5c-47a3-9fbf-e03c3f10b3eb", "metadata": {}, "outputs": [ { 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# initialize magnetization\n", "m = np.zeros((11, 11, 4, 3))\n", "m[:, :, :, 0] = 1.0\n", "m[:, :, 2:, 0] = -1.0\n", "state.m = nm.VectorFunction(state, tensor=state.tensor(m))\n", "\n", "# write initial magnetization and\n", "state.write_vti([\"m\", \"rho\"], \"synthetic_antiferromagnet/m0.vti\")\n", "mesh = pv.read(\"synthetic_antiferromagnet/m0.vti\")\n", "thresholded_mesh = mesh.threshold(value=0.5, scalars=\"rho\")\n", "glyphs = mesh.glyph(orient=\"m\", scale=\"m\", factor=1e-9)\n", "p = pv.Plotter()\n", "p.add_mesh(\n", " thresholded_mesh,\n", " color=\"white\",\n", " lighting=True,\n", " show_edges=True,\n", ")\n", "p.add_mesh(glyphs, color=\"white\", lighting=True, smooth_shading=True)\n", "p.show()" ] }, { "cell_type": "markdown", "id": "ffeadc05-1b7a-4099-af04-ce0abcd2fdd4", "metadata": {}, "source": [ "### Register effective field contributions\n", "For this example we only consider the exchange field, the interlayer exchange between node layer 1 and 2 to model the RKKY coupling, a uniaxial anisotropy to pin the bottom layer and an external field varying in time in order to simulate the hysteresis of the synthetic antiferromagnet." ] }, { "cell_type": "code", "execution_count": 5, "id": "cfabd8c4-6859-4e9f-a8b4-907a9c743266", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[ExchangeField] Register state methods (field: 'h_exchange', energy: 'E_exchange')\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[InterlayerExchangeField] Register state methods (field: 'h_rkky', energy: 'E_rkky')\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[ExternalField] Register state methods (field: 'h_external', energy: 'E_external')\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[UniaxialAnisotropyField] Register state methods (field: 'h_aniso', energy: 'E_aniso')\u001b[0m\n", "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[TotalField] Register state methods (field: 'h', energy: 'E')\u001b[0m\n" ] } ], "source": [ "# register effective field contributions\n", "nm.ExchangeField().register(state, \"exchange\")\n", "nm.InterlayerExchangeField(1, 2).register(state, \"rkky\")\n", "nm.ExternalField(lambda t: t * state.tensor([0, 5.0 / constants.mu_0 / 5e-9, 0])).register(state, \"external\")\n", "nm.UniaxialAnisotropyField().register(state, \"aniso\")\n", "nm.TotalField(\"exchange\", \"rkky\", \"external\", \"aniso\").register(state)" ] }, { "cell_type": "markdown", "id": "a775a598-6fb5-4b42-875a-7647964be4a3", "metadata": {}, "source": [ "### Register dynamic attribute for logging\n", "In order to log the tilting of the bottom (soft) magnetic layer under the influence of the external field, we register a dynamic attribute that averages the magnetization over the bottom layer." ] }, { "cell_type": "code", "execution_count": 6, "id": "e21dd9e1-3443-476d-92bd-b6abdf319bd7", "metadata": {}, "outputs": [], "source": [ "state.m_bottom = lambda m: nm.config.backend.mean(m[:, :, :2, :], axis=(0, 1, 2))" ] }, { "cell_type": "markdown", "id": "5700bf60-f60f-45d4-9bcf-d96d2383a4da", "metadata": {}, "source": [ "### Perform time integration to simulate hysteresis" ] }, { "cell_type": "code", "execution_count": 7, "id": "bad510de-badb-43b3-af88-b060f32147ac", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2025-05-12 18:02:16 NeuralMag:INFO \u001b[1;37;32m[LLGSolverJAX] Initialize RHS function\u001b[0m\n", "2025-05-12 18:02:17 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 0s\u001b[0m\n", "2025-05-12 18:02:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1e-10s\u001b[0m\n", "2025-05-12 18:02:30 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2e-10s\u001b[0m\n", "2025-05-12 18:02:31 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3e-10s\u001b[0m\n", "2025-05-12 18:02:32 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4e-10s\u001b[0m\n", "2025-05-12 18:02:33 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 5e-10s\u001b[0m\n", "2025-05-12 18:02:34 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 6e-10s\u001b[0m\n", "2025-05-12 18:02:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 7e-10s\u001b[0m\n", "2025-05-12 18:02:35 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 8e-10s\u001b[0m\n", "2025-05-12 18:02:36 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 9e-10s\u001b[0m\n", "2025-05-12 18:02:37 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1e-09s\u001b[0m\n", "2025-05-12 18:02:38 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.1e-09s\u001b[0m\n", "2025-05-12 18:02:39 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.2e-09s\u001b[0m\n", "2025-05-12 18:02:39 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.3e-09s\u001b[0m\n", "2025-05-12 18:02:40 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.4e-09s\u001b[0m\n", "2025-05-12 18:02:41 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.5e-09s\u001b[0m\n", "2025-05-12 18:02:42 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.6e-09s\u001b[0m\n", "2025-05-12 18:02:43 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.7e-09s\u001b[0m\n", "2025-05-12 18:02:43 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.8e-09s\u001b[0m\n", "2025-05-12 18:02:44 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 1.9e-09s\u001b[0m\n", "2025-05-12 18:02:45 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2e-09s\u001b[0m\n", "2025-05-12 18:02:46 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.1e-09s\u001b[0m\n", "2025-05-12 18:02:47 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.2e-09s\u001b[0m\n", "2025-05-12 18:02:47 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.3e-09s\u001b[0m\n", "2025-05-12 18:02:48 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.4e-09s\u001b[0m\n", "2025-05-12 18:02:49 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.5e-09s\u001b[0m\n", "2025-05-12 18:02:50 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.6e-09s\u001b[0m\n", "2025-05-12 18:02:51 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.7e-09s\u001b[0m\n", "2025-05-12 18:02:51 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.8e-09s\u001b[0m\n", "2025-05-12 18:02:52 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 2.9e-09s\u001b[0m\n", "2025-05-12 18:02:53 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3e-09s\u001b[0m\n", "2025-05-12 18:02:54 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.1e-09s\u001b[0m\n", "2025-05-12 18:02:55 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.2e-09s\u001b[0m\n", "2025-05-12 18:02:56 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.3e-09s\u001b[0m\n", "2025-05-12 18:02:57 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.4e-09s\u001b[0m\n", "2025-05-12 18:02:58 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.5e-09s\u001b[0m\n", "2025-05-12 18:02:58 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.6e-09s\u001b[0m\n", "2025-05-12 18:02:59 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.7e-09s\u001b[0m\n", "2025-05-12 18:03:00 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.8e-09s\u001b[0m\n", "2025-05-12 18:03:01 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 3.9e-09s\u001b[0m\n", "2025-05-12 18:03:02 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4e-09s\u001b[0m\n", "2025-05-12 18:03:03 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.1e-09s\u001b[0m\n", "2025-05-12 18:03:03 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.2e-09s\u001b[0m\n", "2025-05-12 18:03:04 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.3e-09s\u001b[0m\n", "2025-05-12 18:03:05 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.4e-09s\u001b[0m\n", "2025-05-12 18:03:06 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.5e-09s\u001b[0m\n", "2025-05-12 18:03:07 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.6e-09s\u001b[0m\n", "2025-05-12 18:03:07 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.7e-09s\u001b[0m\n", "2025-05-12 18:03:08 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.8e-09s\u001b[0m\n", "2025-05-12 18:03:09 NeuralMag:INFO \u001b[1;37;34m[LLGSolverJAX] Step: dt = 1e-10s, t = 4.9e-09s\u001b[0m\n" ] } ], "source": [ "llg = nm.LLGSolver(state)\n", "logger = nm.ScalarLogger(\"synthetic_antiferromagnet/log.dat\", [\"h_external\", \"m_bottom\"])\n", "while state.t < 5e-9:\n", " logger.log(state)\n", " llg.step(1e-10)" ] }, { "cell_type": "markdown", "id": "59642a62-7cf0-4e80-a0ce-23415a456b6e", "metadata": {}, "source": [ "### Plot the solution" ] }, { "cell_type": "code", "execution_count": 8, "id": "713c75c1-3128-4267-8aca-420a0fedcb92", "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Define analytical solution\n", "def m_y(H_y):\n", " return np.sin(np.arctan(1e-9 * H_y / 0.0005))\n", "\n", "\n", "data = np.loadtxt(\"synthetic_antiferromagnet/log.dat\")\n", "plt.plot(data[:, 1], data[:, 4], label=\"simulation\")\n", "plt.plot(data[:, 1], m_y(data[:, 1]), label=\"analytical\")\n", "plt.legend(loc=\"lower right\")\n", "plt.xlabel(\"H_y [A/m]\")\n", "plt.ylabel(\"m_y\");" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.10.17" } }, "nbformat": 4, "nbformat_minor": 5 }