{ "cells": [ { "cell_type": "markdown", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [] }, "source": [ "# Field operations 2\n", "\n", "In this notebook, we show (and compare) computing individual energy terms:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [] }, "outputs": [], "source": [ "import discretisedfield as df\n", "import micromagneticmodel as mm\n", "import oommfc as mc" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As an example, we use skyrmion magnetisation field." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.4 s)\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Geometry\n", "L = 100e-9\n", "thickness = 5e-9\n", "cell = (5e-9, 5e-9, 5e-9)\n", "p1 = (-L/2, -L/2, 0)\n", "p2 = (L/2, L/2, thickness)\n", "region = df.Region(p1=p1, p2=p2)\n", "mesh = df.Mesh(region=region, cell=cell, bc=\"xy\")\n", "\n", "# Parameters\n", "Ms = 3.84e5\n", "A = 8.78e-12\n", "D = 1.58e-3\n", "K = 1e4\n", "u = (0, 0, 1)\n", "H = (0, 0, 1e5)\n", "system = mm.System(name='skyrmion')\n", "system.energy = mm.Exchange(A=A) + mm.DMI(D=D, crystalclass='T') + mm.Zeeman(H=H) + mm.UniaxialAnisotropy(K=K, u=u)\n", "\n", "def m_initial(point):\n", " x, y, z = point\n", " if x**2 + y**2 < (L/4)**2:\n", " return (0, 0, -1)\n", " else:\n", " return (0, 0, 1)\n", " \n", "system.m = df.Field(mesh, nvdim=3, value=m_initial, norm=Ms)\n", "\n", "md = mc.MinDriver()\n", "md.drive(system)\n", "\n", "system.m.sel('z').mpl(figsize=(9, 7))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Magnetisation\n", "\n", "$$\\mathbf{m} = \\frac{\\mathbf{M}}{M_\\text{s}}$$" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "m = system.m.orientation\n", "\n", "m.sel('z').mpl(scalar_kw={'clim': (-1, 1)})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Zeeman\n", "\n", "| property | equation in continuous form | discretisedfield form |\n", "|-|-|-|\n", "| Energy density | $w = -\\mu_{0}M_\\text{s}\\mathbf{m}\\cdot\\mathbf{H}$ | `- mu0 * Ms * m.dot(H)` |\n", "| Energy | $E = -\\int_{V}\\mu_{0}M_\\text{s}\\mathbf{m}\\cdot\\mathbf{H} dV$ | `(- mu0 * Ms * m.dot(H)).integrate()` |\n", "| Effective field | $\\mathbf{H}_\\text{eff} = \\mathbf{H}$ | `H` |\n", "\n", "#### Energy density" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.3 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wdf = - mm.consts.mu0 * Ms * m.dot(H)\n", "wmc = mc.compute(system.energy.zeeman.density, system)\n", "wdf.allclose(wmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Energy" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n", "df: [-1.03472186e-18]\n", "mc: -1.03472185984e-18\n", "rerr: [-1.62901158e-10] %\n" ] } ], "source": [ "Edf = (- mm.consts.mu0 * Ms * m.dot(H)).integrate()\n", "Emc = mc.compute(system.energy.zeeman.energy, system)\n", "print(f'df: {Edf}')\n", "print(f'mc: {Emc}')\n", "print(f'rerr: {abs(Edf-Emc)/Edf * 100} %')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Effective field" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Hdf = df.Field(mesh, nvdim=3, value=H)\n", "Hmc = mc.compute(system.energy.zeeman.effective_field, system)\n", "Hdf.allclose(Hmc)" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "## Uniaxial anisotropy\n", "\n", "| property | equation in continuous form | discretisedfield form |\n", "|-|-|-|\n", "| Energy density | $w = K |\\mathbf{m} \\times \\mathbf{u}|^{2}$ | `K * abs(m.cross(u)).dot(abs(m.cross(u)))` |\n", "| Energy | $E = \\int_{V}K |\\mathbf{m} \\times \\mathbf{u}|^{2} dV$ | `(K * abs(m.cross(u)).dot(abs(m.cross(u)))).integrate()` |\n", "| Effective field | $\\mathbf{H}_\\text{eff} = \\frac{2K}{\\mu_{0}M_\\text{s}} (\\mathbf{m} \\cdot \\mathbf{u})\\mathbf{u}$ | `2 * K / (mm.consts.mu0 * Ms) * (m.dot(u)) * u` |\n", "\n", "#### Energy density" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.3 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wdf = K * abs(m.cross(u)).dot(abs(m.cross(u)))\n", "wmc = mc.compute(system.energy.uniaxialanisotropy.density, system)\n", "wdf.allclose(wmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Energy" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.3 s)\n", "df: [2.0433559e-19]\n", "mc: 2.04335590117e-19\n", "rerr: [7.9679366e-11] %\n" ] } ], "source": [ "Edf = (K * abs(m.cross(u)).dot(abs(m.cross(u)))).integrate()\n", "Emc = mc.compute(system.energy.uniaxialanisotropy.energy, system)\n", "print(f'df: {Edf}')\n", "print(f'mc: {Emc}')\n", "print(f'rerr: {abs(Edf-Emc)/Edf * 100} %')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Effective field" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Hdf = 2 * K / (mm.consts.mu0 * Ms) * (m.dot(u)) * u\n", "Hmc = mc.compute(system.energy.uniaxialanisotropy.effective_field, system)\n", "Hdf.allclose(Hmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exchange\n", "\n", "| property | equation in continuous form | discretisedfield form |\n", "|-|-|-|\n", "| Energy density | $w = - A \\mathbf{m} \\cdot \\nabla^{2} \\mathbf{m}$ | `- A * m.dot(m.laplace)` |\n", "| Energy | $E = -\\int_{V} A \\mathbf{m} \\cdot \\nabla^{2} \\mathbf{m} dV$ | `(- A * m.dot(m.laplace)).integrate()` |\n", "| Effective field | $\\mathbf{H}_\\text{eff} = \\frac{2A}{\\mu_{0}M_\\text{s}} \\nabla^{2} \\mathbf{m}$ | `2 * A / (mu0 * Ms) * m.laplace` |\n", "\n", "#### Energy density" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.3 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wdf = - A * m.dot(m.laplace)\n", "wmc = mc.compute(system.energy.exchange.density, system)\n", "wdf.allclose(wmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Energy" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n", "df: [1.74383742e-18]\n", "mc: 1.74383742377e-18\n", "rerr: [5.26145966e-11] %\n" ] } ], "source": [ "Edf = (- A * m.dot(m.laplace)).integrate()\n", "Emc = mc.compute(system.energy.exchange.energy, system)\n", "print(f'df: {Edf}')\n", "print(f'mc: {Emc}')\n", "print(f'rerr: {abs(Edf-Emc)/Edf * 100} %')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Effective field" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Hdf = 2 * A / (mm.consts.mu0 * Ms) * m.laplace\n", "Hmc = mc.compute(system.energy.exchange.effective_field, system)\n", "Hdf.allclose(Hmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## DMI (T)\n", "\n", "| property | equation in continuous form | discretisedfield form |\n", "|-|-|-|\n", "| Energy density | $w = D \\mathbf{m} \\cdot (\\nabla \\times \\mathbf{m})$ | `D * m @ m.curl` |\n", "| Energy | $E = \\int_{V} D \\mathbf{m} \\cdot (\\nabla \\times \\mathbf{m}) dV$ | `(D * m @ m.curl).volume_integral` |\n", "| Effective field | $\\mathbf{H}_\\text{eff} = -\\frac{2D}{\\mu_{0}M_\\text{s}} (\\nabla \\times \\mathbf{m})$ | `- 2 * D / (mu0 * Ms) * m.curl` |\n", "\n", "#### Energy density" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wdf = D * m.dot(m.curl)\n", "wmc = mc.compute(system.energy.dmi.density, system)\n", "wdf.allclose(wmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Energy" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.2 s)\n", "df: [-4.35058832e-18]\n", "mc: -4.35058832385e-18\n", "rerr: [-7.88329253e-11] %\n" ] } ], "source": [ "Edf =(D * m.dot(m.curl)).integrate()\n", "Emc = mc.compute(system.energy.dmi.energy, system)\n", "print(f'df: {Edf}')\n", "print(f'mc: {Emc}')\n", "print(f'rerr: {abs(Edf-Emc)/Edf * 100} %')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Effective field" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running OOMMF (ExeOOMMFRunner)[2023/10/23 16:08]... (0.3 s)\n" ] }, { "data": { "text/plain": [ "True" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Hdf = - 2 * D / (mm.consts.mu0 * Ms) * m.curl\n", "Hmc = mc.compute(system.energy.dmi.effective_field, system)\n", "Hdf.allclose(Hmc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## (Oversimplified) micromagnetic calculator\n", "\n", "Here we try to implement an (oversimplified) micromagnetic calculator we had a look at in the first session:\n", "\n", "\n", "\n", "We start by defining some basic parameters:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Geometry\n", "L = 100e-9\n", "thickness = 5e-9\n", "cell = (5e-9, 5e-9, 5e-9)\n", "p1 = (-L/2, -L/2, 0)\n", "p2 = (L/2, L/2, thickness)\n", "region = df.Region(p1=p1, p2=p2)\n", "mesh = df.Mesh(region=region, cell=cell, bc='xy')\n", "\n", "# Material parameters\n", "Ms = 3.84e5\n", "A = 8.78e-12\n", "D = 1.58e-3\n", "K = 1e4\n", "u = (0, 0, 1)\n", "H = (0, 0, 1e5)\n", "alpha = 1\n", "\n", "def m_initial(point):\n", " x, y, z = point\n", " if x**2 + y**2 < (L/4)**2:\n", " return (0, 0, -1)\n", " else:\n", " return (0, 0, 1)\n", " \n", "# Magnetisation field (M=Ms*m)\n", "M = df.Field(mesh, nvdim=3, value=m_initial, norm=Ms)\n", "\n", "M.sel('z').z.mpl()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Up to this point, everything should be exactly the same as we saw previously.\n", "\n", "In the next step, we are going to implement functions which we are going to use to compute effective field and magnetisation time-derivative. The effective field we want is:\n", "\n", "$$\\mathbf{H}_\\text{eff} = f(\\mathbf{m}) = \\frac{2A}{\\mu_{0}M_\\text{s}} \\nabla^{2} \\mathbf{m} - \\frac{2D}{\\mu_{0}M_\\text{s}} (\\nabla \\times \\mathbf{m}) + \\frac{2K}{\\mu_{0}M_\\text{s}} (\\mathbf{m} \\cdot \\mathbf{u})\\mathbf{u} + \\mathbf{H}$$\n", "\n", "Dynamics equation we are going to use consists only of Damping term (in order to make simulations faster):\n", "\n", "$$\\frac{d\\mathbf{m}}{dt} = f(\\mathbf{m}, \\mathbf{H}_\\text{eff}) = -\\frac{\\gamma_{0}\\alpha}{1+\\alpha^{2}} \\mathbf{m} \\times (\\mathbf{m} \\times \\mathbf{H}_\\text{eff})$$" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "tags": [] }, "outputs": [], "source": [ "def Heff_function(m):\n", " return (2 * A / (mm.consts.mu0 * Ms) * m.laplace -\n", " 2 * D / (mm.consts.mu0 * Ms) * m.curl +\n", " 2 * K / (mm.consts.mu0 * Ms) * (m.dot(u)) * u +\n", " df.Field(mesh, nvdim=3, value=H))\n", " \n", "def dmdt_function(m, Heff):\n", " return -(mm.consts.gamma0*alpha)/(1+alpha**2) * m.cross(m.cross(Heff)) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we can try to perform the time integration, so that at each step we update our magnetisation:\n", "\n", "$$\\mathbf{m}_{i+1} = \\mathbf{m}_{i} + \\frac{d\\mathbf{m}_{i}}{dt} \\Delta t$$\n", "\n", "So, our ubermag time driver would be:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "tags": [] }, "outputs": [], "source": [ "T = 0.1e-9 # simulation time (s)\n", "n = 100 # number of steps\n", "dt = T/n\n", "\n", "for i in range(n):\n", " m = M.orientation\n", " m += dmdt_function(m, Heff_function(m)) * dt\n", " M = df.Field(mesh, nvdim=3, value=m, norm=Ms)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we can plot the magnetisation:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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