{ "cells": [ { "cell_type": "markdown", "id": "fd38713b", "metadata": {}, "source": [ "# Magnetic field sources" ] }, { "cell_type": "markdown", "id": "831b8ea9", "metadata": {}, "source": [ "The `superscreen.sources` module contains functions that can be used to generate several common types of applied magnetic fields for use in `SuperScreen` simulations:\n", "\n", "- `sources.ConstantField`: A spatially uniform out-of-plane field, $\\mu_0H_z(\\vec{r})=\\text{const.}$\n", "\n", "\n", "- `sources.Monopolefield` (also aliased as `sources.VortexField`): The $z$-component of the field from a magnetic monopole with a given magnetic charge. If the magnetic charge is $\\Phi_0=h/(2e)$, then this is an approximation for the field from a vortex trapped in a bulk superconductor with a small London penetration depth. For a monopole with magnetic charge $n\\Phi_0$ located at position $\\vec{r}_0=(x_0, y_0, z_0)$, the $z$-component of the magnetic field at position $\\vec{r}=(x, y, z)$ is given by:\n", " $$\\mu_0H_z(\\vec{r})=\\frac{n\\Phi_0}{2\\pi}\\frac{(\\vec{r}-\\vec{r}_0)\\cdot\\hat{z}}{|\\vec{r}-\\vec{r}_0|^3}.$$\n", "\n", "\n", "- `sources.PearlVortexField`: The $z$-component of the magnetic field at position $\\vec{r}=(x, y, z)$ from a Pearl vortex trapped at the origin in a superconducting film with Pearl length $2\\Lambda$:\n", " $$\\mu_0 H_z(\\vec{r}) = \\mathcal{F}^{-1}\\left\\{\\mathcal{F}\\{\\mu_0 H_z\\}(k_x, k_y, z)\\right\\} = \\mathcal{F}^{-1}\\left\\{\\frac{n\\Phi_0 e^{-kz}}{1 + 2\\Lambda k}\\right\\},$$\n", "\n", " where $\\mathcal{F}$ and $\\mathcal{F}^{-1}$ are the 2D Fourier transform and inverse Fourier transform, and $k_x$ and $k_y$ are spatial frequencies with $k\\equiv\\sqrt{k_x^2 + k_y^2}$. See [Physical Review Letters 92, 157006 (2004)](https://doi.org/10.1103/PhysRevLett.92.157006) (full text PDF [here](https://art.torvergata.it/retrieve/handle/2108/33451/53023/PRL%20Tafuri%202004.pdf)).\n", "\n", "\n", "- `sources.DipoleField`: The magnetic field from a distribution of magnetic dipoles. For a set of magnetic dipoles with moments $\\vec{m}_i$ located at positions $\\vec{r}_{0, i}=(x_i, y_i, z_i)$, the vector magnetic field at position $\\vec{r}=(x, y, z)$ is given by: \n", " $$\n", " \\mu_0\\vec{H}(\\vec{r}) = \\sum_i\\frac{\\mu_0}{4\\pi}\n", " \\frac{3\\hat{r}_i(\\hat{r}_i\\cdot\\vec{m}_i) - \\vec{m}_i}{|\\vec{r}_i|^3},\n", " $$\n", "\n", " where $\\vec{r}_i=\\vec{r} - \\vec{r}_{0, i}$.\n", "\n", "\n", "- `sources.SheetCurrentField`: The $z$-component of the field from a 2D sheet of current $S$ lying in the plane $z=z_0$ with spatially varying current density $\\vec{J}=(J_x, J_y)$.\n", " $$\\mu_0H_z(\\vec{r})=\\frac{\\mu_0}{2\\pi}\\int_S\\frac{J_x(\\vec{r}')(\\vec{r}-\\vec{r}')\\cdot\\hat{y} - J_y(\\vec{r}')(\\vec{r}-\\vec{r}')\\cdot\\hat{x}}{|\\vec{r}-\\vec{r}'|^3}\\,\\mathrm{d}^2r',$$\n", "\n", " where $\\vec{r}=(x, y, z)$ and $\\vec{r}'=(x', y', z_0)$." ] }, { "cell_type": "code", "execution_count": 1, "id": "d13c2aac", "metadata": {}, "outputs": [], "source": [ "# Automatically install superscreen from GitHub only if running in Google Colab\n", "if \"google.colab\" in str(get_ipython()):\n", " %pip install --quiet git+https://github.com/loganbvh/superscreen.git" ] }, { "cell_type": "code", "execution_count": 2, "id": "c42c2be6", "metadata": {}, "outputs": [], "source": [ "%config InlineBackend.figure_formats = {\"retina\", \"png\"}\n", "%matplotlib inline\n", "\n", "import os\n", "\n", "os.environ[\"OPENBLAS_NUM_THREADS\"] = \"1\"\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams[\"figure.figsize\"] = (5, 4)\n", "plt.rcParams[\"font.size\"] = 10\n", "\n", "import superscreen as sc" ] }, { "cell_type": "code", "execution_count": 3, "id": "600fecc0", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
SoftwareVersion
SuperScreen0.13.0
Numpy2.4.4
Numba0.65.1
SciPy1.17.1
matplotlib3.10.9
IPython9.13.0
Python3.14.4 | packaged by conda-forge | (main, Apr 8 2026, 02:33:53) [Clang 20.1.8 ]
OSposix [darwin]
Number of CPUsPhysical: 10, Logical: 10
BLAS InfoGeneric
Tue Apr 28 20:42:25 2026 EDT
" ], "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sc.version_table()" ] }, { "cell_type": "markdown", "id": "66c44c28", "metadata": {}, "source": [ "## `ConstantField`\n", "\n", "$\\mu_0H_z(x, y, z)=\\text{const.}$ for any $x, y, z$." ] }, { "cell_type": "code", "execution_count": 4, "id": "0bab8016", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Parameter\n" ] } ], "source": [ "field = sc.sources.ConstantField(5)\n", "print(field)" ] }, { "cell_type": "code", "execution_count": 5, "id": "ede959eb", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "x = 0.9401625066369028\n", "y = 0.5824367007021434\n", "z = 0.3007242872752913\n", "field(x, y, z) = 5.0\n" ] } ], "source": [ "x, y, z = np.random.rand(3)\n", "print(\n", " \"\\n\".join(\n", " [f\"x = {x}\", f\"y = {y}\", f\"z = {z}\", f\"field(x, y, z) = {field(x, y, z)}\"]\n", " )\n", ")" ] }, { "cell_type": "code", "execution_count": 6, "id": "4e8ac330", "metadata": {}, "outputs": [], "source": [ "x, y, z = np.random.rand(3 * 100).reshape((3, 100))\n", "Hz = field(x, y, z)\n", "assert Hz.shape == x.shape == y.shape == z.shape\n", "assert field.kwargs == {\"value\": 5.0}\n", "assert np.all(Hz == field.kwargs[\"value\"])" ] }, { "cell_type": "markdown", "id": "dfb8b059", "metadata": {}, "source": [ "## `MonopoleField` (i.e. `VortexField`)\n", "\n", "Here we calculcate the field from a magnetic monopole with magnetic charge $q=\\Phi_0$ located at $x = y = z = 0$. Note that `VortexField` is simply an alias for `MonopoleField`." ] }, { "cell_type": "code", "execution_count": 7, "id": "54d28753", "metadata": {}, "outputs": [], "source": [ "assert sc.sources.VortexField is sc.sources.MonopoleField" ] }, { "cell_type": "code", "execution_count": 8, "id": "3616d416", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Parameter\n" ] } ], "source": [ "field = sc.sources.VortexField(r0=(0, 0, 0), nPhi0=1)\n", "print(field)" ] }, { "cell_type": "markdown", "id": "6c36d321", "metadata": {}, "source": [ "Below we evaluate $\\mu_0H_z(0, 0, z)$, the magnetic field as a function of height directly above the monopole." ] }, { "cell_type": "code", "execution_count": 9, "id": "9cae08ac", "metadata": {}, "outputs": [], "source": [ "N = 101\n", "eval_xs = eval_ys = np.zeros(N)\n", "eval_zs = np.linspace(0.1, 1, N)\n", "Hz = field(eval_xs, eval_ys, eval_zs) * sc.ureg(\"Phi_0 / um ** 2\")" ] }, { "cell_type": "code", "execution_count": 10, "id": "ccdb5204", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "image/png": { "height": 373, "width": 458 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "ax.plot(eval_zs, Hz.magnitude, lw=3)\n", "ax.grid(True)\n", "ax.set_xlabel(\"$z$ [$\\\\mu\\\\mathrm{m}$]\")\n", "_ = ax.set_ylabel(\"$\\\\mu_0H_z(0, 0, z)$ [$\\\\Phi_0$ / $\\\\mu\\\\mathrm{m}^2$]\")" ] }, { "cell_type": "markdown", "id": "5563c915", "metadata": {}, "source": [ "Here we evaluate the field $\\mu_0H_z(x, y, 0.1\\,\\mu\\mathrm{m})$ on a grid (2D):" ] }, { "cell_type": "code", "execution_count": 11, "id": "485c6f25", "metadata": {}, "outputs": [], "source": [ "# Coordinates at which to evaluate the magnetic field (in microns)\n", "N = 101\n", "eval_xs = eval_ys = np.linspace(-1, 1, N)\n", "eval_z = 0.1\n", "xgrid, ygrid, zgrid = np.meshgrid(eval_xs, eval_ys, eval_z)\n", "xgrid = np.squeeze(xgrid)\n", "ygrid = np.squeeze(ygrid)\n", "zgrid = np.squeeze(zgrid)\n", "\n", "# field returns shape (N * N, ) and the units are Phi_0 / length_units ** 2\n", "Hz = field(xgrid.ravel(), ygrid.ravel(), zgrid.ravel()) * sc.ureg(\"Phi_0 / um ** 2\")\n", "# Reshape to (N, N) and convert to mT\n", "Hz = Hz.reshape((N, N)).to(\"mT\").magnitude" ] }, { "cell_type": "code", "execution_count": 12, "id": "14ffde9c", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 377, "width": 485 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "ax.set_aspect(\"equal\")\n", "im = ax.pcolormesh(xgrid, ygrid, Hz, shading=\"auto\", cmap=\"cividis\")\n", "cbar = fig.colorbar(im, ax=ax)\n", "ax.set_xlabel(\"$x$ [$\\\\mu$m]\")\n", "ax.set_ylabel(\"$y$ [$\\\\mu$m]\")\n", "cbar.set_label(f\"$\\\\mu_0H_z(x, y, z={{{eval_z}}})$ [mT]\")" ] }, { "cell_type": "markdown", "id": "03a97343", "metadata": {}, "source": [ "## `PearlVortexField`\n", "\n", "The magnetic field from a Pearl vortex is calculated using a 2D Fourier transform as described above. See [Physical Review Letters 92, 157006 (2004)](https://doi.org/10.1103/PhysRevLett.92.157006) (full text PDF [here](https://art.torvergata.it/retrieve/handle/2108/33451/53023/PRL%20Tafuri%202004.pdf)).\n", "\n", "Below we calculcate the magnetic field from a Pearl vortex trapped at the origin in a superconducting film with effective penetration depth $\\Lambda = 1\\,\\mu\\mathrm{m}$ (Pearl length $2\\Lambda=2\\,\\mu\\mathrm{m}$)." ] }, { "cell_type": "code", "execution_count": 13, "id": "ceaacc94", "metadata": {}, "outputs": [], "source": [ "# Define the domain over which 2D Fourier transform will be performed.\n", "xs = ys = np.linspace(-5, 5, 301)\n", "field = sc.sources.PearlVortexField(r0=(0, 0, 0), xs=xs, ys=ys, nPhi0=1, Lambda=1)\n", "\n", "# Coordinates at which to evaluate the magnetic field (in microns)\n", "N = 101\n", "eval_xs = eval_ys = np.linspace(-1, 1, N)\n", "eval_z = 0.1\n", "xgrid, ygrid, zgrid = np.meshgrid(eval_xs, eval_ys, eval_z)\n", "xgrid = np.squeeze(xgrid)\n", "ygrid = np.squeeze(ygrid)\n", "zgrid = np.squeeze(zgrid)\n", "\n", "# field returns shape (N * N, ) and the units are Phi_0 / length_units ** 2\n", "Hz = field(xgrid.ravel(), ygrid.ravel(), zgrid.ravel()) * sc.ureg(\"Phi_0 / um ** 2\")\n", "# Reshape to (N, N) and convert to mT\n", "Hz = Hz.reshape((N, N)).to(\"mT\").magnitude" ] }, { "cell_type": "markdown", "id": "94b043cf", "metadata": {}, "source": [ "Plot the resulting field profile:" ] }, { "cell_type": "code", "execution_count": 14, "id": "33f0d1fe", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "image/png": { "height": 377, "width": 490 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "ax.set_aspect(\"equal\")\n", "im = ax.pcolormesh(xgrid, ygrid, Hz, shading=\"auto\", cmap=\"cividis\")\n", "cbar = fig.colorbar(im, ax=ax)\n", "ax.set_xlabel(\"$x$ [$\\\\mu$m]\")\n", "ax.set_ylabel(\"$y$ [$\\\\mu$m]\")\n", "cbar.set_label(f\"$\\\\mu_0H_z(x, y, z={{{eval_z}}})$ [mT]\")" ] }, { "cell_type": "markdown", "id": "16f9a471", "metadata": {}, "source": [ "Below we look at cross-sections of the Pearl vortex field profile as a function of $\\Lambda$." ] }, { "cell_type": "code", "execution_count": 15, "id": "b45f0ff1", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 373, "width": 460 } }, "output_type": "display_data" } ], "source": [ "Lambdas = range(1, 6)\n", "\n", "eval_xs = np.linspace(-1, 1, 101)\n", "eval_ys = np.zeros_like(eval_xs)\n", "eval_zs = 0.1 * np.ones_like(eval_xs)\n", "\n", "field = sc.sources.PearlVortexField(xs=xs, ys=ys)\n", "\n", "fig, ax = plt.subplots()\n", "ax.grid(True)\n", "for Lambda in Lambdas:\n", " field.kwargs[\"Lambda\"] = Lambda\n", " Hz = field(eval_xs, eval_ys, eval_zs) * sc.ureg(\"Phi_0 / um ** 2\")\n", " Hz = Hz.to(\"mT\").magnitude\n", " ax.plot(eval_xs, Hz, lw=3, label=f\"$\\\\Lambda={{{Lambda:.1f}}}\\\\,\\\\mu\\\\mathrm{{m}}$\")\n", "\n", "ax.set_xlabel(\"$x$ [$\\\\mu$m]\")\n", "ax.set_ylabel(\"$\\\\mu_0H_z(x, 0, 0.1)$ [mT]\")\n", "_ = ax.legend(loc=0)" ] }, { "cell_type": "markdown", "id": "74dc14de", "metadata": {}, "source": [ "## `DipoleField`\n", "\n", "Here we calculcate the field from a single magnetic dipole at the origin with dipole moment $\\vec{m}=(m_x, m_y, m_z)=(0, 0, 1)\\:\\mu\\mathrm{A}\\cdot\\mu\\mathrm{m}^2$." ] }, { "cell_type": "code", "execution_count": 16, "id": "de405544", "metadata": {}, "outputs": [], "source": [ "field = sc.sources.DipoleField(\n", " dipole_positions=(0, 0, 0),\n", " dipole_moments=(0, 0, 1),\n", " moment_units=\"uA * um ** 2\",\n", " length_units=\"um\",\n", ")\n", "\n", "# Coordinates at which to evaluate the magnetic field (in microns)\n", "N = 101\n", "eval_xs = eval_ys = np.linspace(-1, 1, N)\n", "eval_z = 0.5\n", "xgrid, ygrid, zgrid = np.meshgrid(eval_xs, eval_ys, eval_z)\n", "xgrid = np.squeeze(xgrid)\n", "ygrid = np.squeeze(ygrid)\n", "zgrid = np.squeeze(zgrid)\n", "\n", "# field returns shape (N * N, 3), where the last axis is field component\n", "# and the units are Tesla\n", "Hz = field(xgrid.ravel(), ygrid.ravel(), zgrid.ravel()) * sc.ureg(\"tesla\")\n", "\n", "# Reshape to (N, N, 3), where the last axis is field component,\n", "# and convert to microTesla\n", "Hz = Hz.reshape((N, N, 3)).to(\"microtesla\").magnitude" ] }, { "cell_type": "markdown", "id": "72a424fa", "metadata": {}, "source": [ "Plot the resulting vector magnetic field:" ] }, { "cell_type": "code", "execution_count": 17, "id": "805c4d0a", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 211, "width": 597 } }, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(\n", " 1, 3, figsize=(6, 2), sharex=True, sharey=True, constrained_layout=True\n", ")\n", "\n", "vmax = max(abs(Hz.min()), abs(Hz.max()))\n", "vmin = -vmax\n", "kwargs = dict(vmin=vmin, vmax=vmax, shading=\"auto\", cmap=\"coolwarm\")\n", "\n", "for i, (ax, label) in enumerate(zip(axes, \"xyz\")):\n", " ax.set_aspect(\"equal\")\n", " im = ax.pcolormesh(xgrid, ygrid, Hz[..., i], **kwargs)\n", " ax.set_title(f\"$\\\\mu_0H_{{{label}}}(z={{{eval_z}}}\\\\,\\\\mu\\\\mathrm{{m}})$\")\n", "cbar = fig.colorbar(im, ax=axes)\n", "cbar.set_label(\"$\\\\mu_0H$ [$\\\\mu$T]\")\n", "_ = axes[0].set_xlabel(\"$x$ [$\\\\mu$m]\")\n", "_ = axes[0].set_ylabel(\"$y$ [$\\\\mu$m]\")" ] }, { "cell_type": "markdown", "id": "eddab685", "metadata": {}, "source": [ "`superscreen.sources.DipoleField` also supports distributions of magnet dipoles, which can be used to model the field from a continuous magnetic structure. For example, here we calculate the vector magnetic field from a magnetic \"+\" lying in the $x-y$ plane with uniform out-of-plane magnetization. We'll assume that the dimensions of the \"+\" are in microns and that its magnetization (area density of magnetic moments) is $\\vec{m}=1\\,\\mu_\\mathrm{B}/\\mathrm{nm}^2\\,\\hat{z}$, where $\\mu_\\mathrm{B}$ is the Bohr magneton." ] }, { "cell_type": "code", "execution_count": 18, "id": "5310446f", "metadata": {}, "outputs": [], "source": [ "# Generate the mesh\n", "bar = sc.Polygon(points=sc.geometry.box(10, 2))\n", "plus = bar.union(bar.rotate(90))\n", "\n", "mesh = plus.make_mesh(min_points=1500)\n", "x, y = mesh.sites.T\n", "triangles = mesh.elements\n", "\n", "# (x, y, z) position of each vertex\n", "vertex_positions = np.stack([x, y, np.zeros_like(x)], axis=1)\n", "\n", "# Calculate the effective area of each vertex in the mesh\n", "vertex_areas = mesh.vertex_areas * sc.ureg(\"um ** 2\")\n", "\n", "# Define the magnetic moment of each mesh vertex\n", "z_hat = np.array([0, 0, 1]) # unit vector in the z direction\n", "magnetization = sc.ureg(\"1 mu_B / nm ** 2\")\n", "vertex_moments = z_hat * magnetization * vertex_areas[:, np.newaxis]\n", "# Convert to units of Bohr magnetons\n", "vertex_moments = vertex_moments.to(\"mu_B\").magnitude" ] }, { "cell_type": "code", "execution_count": 19, "id": "8148e87f", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "image/png": { "height": 351, "width": 358 } }, "output_type": "display_data" } ], "source": [ "ax = plus.plot(lw=3)\n", "_ = ax.triplot(x, y, triangles, color=\"k\", lw=0.75)" ] }, { "cell_type": "markdown", "id": "1c303693", "metadata": {}, "source": [ "Calculate the field using `superscreen.sources.DipoleField`:" ] }, { "cell_type": "code", "execution_count": 20, "id": "9dcea9c0", "metadata": {}, "outputs": [], "source": [ "field = sc.sources.DipoleField(\n", " dipole_positions=vertex_positions,\n", " dipole_moments=vertex_moments,\n", ")\n", "\n", "# Coordinates at which to evaluate the magnetic field (in microns)\n", "N = 101\n", "eval_xs = eval_ys = np.linspace(-6, 6, N)\n", "eval_z = 0.5\n", "xgrid, ygrid, zgrid = np.meshgrid(eval_xs, eval_ys, eval_z)\n", "xgrid = np.squeeze(xgrid)\n", "ygrid = np.squeeze(ygrid)\n", "zgrid = np.squeeze(zgrid)\n", "\n", "# field returns shape (N * N, 3), where the last axis is field component\n", "# and the units are Tesla\n", "Hz = field(xgrid.ravel(), ygrid.ravel(), zgrid.ravel()) * sc.ureg(\"tesla\")\n", "# Reshape to (N, N, 3), where the last axis is field component,\n", "# and convert to microTesla\n", "Hz = Hz.reshape((N, N, 3)).to(\"microtesla\").magnitude" ] }, { "cell_type": "markdown", "id": "c23344ba", "metadata": {}, "source": [ "Plot the results:" ] }, { "cell_type": "code", "execution_count": 21, "id": "8fa29725", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 211, "width": 609 } }, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(\n", " 1, 3, figsize=(6, 2), sharex=True, sharey=True, constrained_layout=True\n", ")\n", "\n", "vmax = max(abs(Hz.min()), abs(Hz.max()))\n", "vmin = -vmax\n", "kwargs = dict(vmin=vmin, vmax=vmax, shading=\"auto\", cmap=\"cividis\")\n", "\n", "for i, (ax, label) in enumerate(zip(axes, \"xyz\")):\n", " ax.set_aspect(\"equal\")\n", " im = ax.pcolormesh(xgrid, ygrid, Hz[..., i], **kwargs)\n", " ax.set_title(f\"$\\\\mu_0H_{{{label}}}(z={{{eval_z}}}\\\\,\\\\mu\\\\mathrm{{m}})$\")\n", "cbar = fig.colorbar(im, ax=axes)\n", "cbar.set_label(\"$\\\\mu_0H$ [$\\\\mu$T]\")\n", "_ = axes[0].set_xlabel(\"$x$ [$\\\\mu$m]\")\n", "_ = axes[0].set_ylabel(\"$y$ [$\\\\mu$m]\")" ] }, { "cell_type": "markdown", "id": "c73eead4", "metadata": {}, "source": [ "## `SheetCurrentField`\n", "\n", "Below we calculate the magnetic field from a $1\\,\\mu\\mathrm{m}$ wide wire lying along the $x$-axis and carrying a current density of $\\vec{J}=1\\,\\mathrm{mA}/\\mu\\mathrm{m}\\:\\hat{x}$ (total current $I=1\\,\\mathrm{mA}$)." ] }, { "cell_type": "markdown", "id": "4c136f4a", "metadata": {}, "source": [ "Define the wire geometry and specify the current density $\\vec{J}(x, y)=(J_x, J_y)$:" ] }, { "cell_type": "code", "execution_count": 22, "id": "15643372", "metadata": {}, "outputs": [], "source": [ "wire = sc.Polygon(points=sc.geometry.box(12, 1))\n", "mesh = wire.make_mesh(min_points=2000)\n", "\n", "current_densities = np.array([1, 0]) * np.ones((len(mesh.sites), 1))" ] }, { "cell_type": "markdown", "id": "94a6ab30", "metadata": {}, "source": [ "Calculate the field using `superscreen.sources.SheetCurrentField`:" ] }, { "cell_type": "code", "execution_count": 23, "id": "0ed050c7", "metadata": {}, "outputs": [], "source": [ "field = sc.sources.SheetCurrentField(\n", " sheet_positions=mesh.sites,\n", " current_densities=current_densities,\n", " z0=0,\n", " length_units=\"um\",\n", " current_units=\"mA\",\n", ")\n", "\n", "# Coordinates at which to evaluate the magnetic field (in microns)\n", "N = 101\n", "eval_xs = eval_ys = np.linspace(-5, 5, N)\n", "eval_z = 0.5\n", "xgrid, ygrid, zgrid = np.meshgrid(eval_xs, eval_ys, eval_z)\n", "xgrid = np.squeeze(xgrid)\n", "ygrid = np.squeeze(ygrid)\n", "zgrid = np.squeeze(zgrid)\n", "\n", "# field returns shape (N * N, ) and the units are tesla\n", "Hz = field(xgrid.ravel(), ygrid.ravel(), zgrid.ravel()) * sc.ureg(\"tesla\")\n", "# Reshape to (N, N) and convert to mT\n", "Hz = Hz.reshape((N, N)).to(\"mT\").magnitude" ] }, { "cell_type": "markdown", "id": "b5af4ae8", "metadata": {}, "source": [ "Plot the field and a cross-section along the $y$-axis:" ] }, { "cell_type": "code", "execution_count": 24, "id": "08413907", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 681, "width": 445 } }, "output_type": "display_data" } ], "source": [ "fig, (ax, bx) = plt.subplots(2, 1, figsize=(4, 8))\n", "ax.set_aspect(\"equal\")\n", "im = ax.pcolormesh(xgrid, ygrid, Hz, shading=\"auto\", cmap=\"cividis\")\n", "cbar = fig.colorbar(im, ax=ax)\n", "ax.set_xlabel(\"$x$ [$\\\\mu$m]\")\n", "ax.set_ylabel(\"$y$ [$\\\\mu$m]\")\n", "cbar.set_label(f\"$\\\\mu_0H_z(x, y, z={{{eval_z}}})$ [mT]\")\n", "wire.plot(ax=ax, color=\"w\", lw=2)\n", "ax.set_xlim(-5, 5)\n", "ax.axvline(0, color=\"k\", ls=\"--\", lw=2)\n", "\n", "bx.plot(eval_ys, Hz[:, np.argmin(np.abs(eval_xs))], \"k--\", lw=2)\n", "bx.set_xlabel(\"$y$ [$\\\\mu$m]\")\n", "bx.set_ylabel(f\"$\\\\mu_0H_z(0, y, z={{{eval_z}}})$ [mT]\")\n", "bx.grid(True)" ] }, { "cell_type": "code", "execution_count": null, "id": "320c82dc", "metadata": {}, "outputs": [], "source": [] } ], "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": "3.14.4" } }, "nbformat": 4, "nbformat_minor": 5 }