From 5cb21b91e1a40c1bfac58a2c19dd9cf5369c6b2f Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Wed, 29 Apr 2026 10:17:47 +0200 Subject: [PATCH 01/10] Add geometry tutorial --- examples/geometry.ipynb | 232 ++++++++++++++++++++++++++++++++++++++++ 1 file changed, 232 insertions(+) create mode 100644 examples/geometry.ipynb diff --git a/examples/geometry.ipynb b/examples/geometry.ipynb new file mode 100644 index 00000000..7be1fcf7 --- /dev/null +++ b/examples/geometry.ipynb @@ -0,0 +1,232 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "87d10106", + "metadata": {}, + "source": [ + "# Geometry\n", + "This notebook will teach you how to set your geometry for your magnets. The `geometry` parameter can accept numpy arrays and functions.\n", + "We'll need some basic code to view the shapes. To pan around in the 3D PyVista plots, you might need to install some extra stuff (namely trame):\n", + "```bash\n", + "pip install ipywidgets 'pyvista[all,trame]'\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1fbda135", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "from mumaxplus import Ferromagnet, Grid, World\n", + "import mumaxplus.util.shape as shape\n", + "from mumaxplus.util.show import show_magnet_geometry" + ] + }, + { + "cell_type": "markdown", + "id": "6ae2a331", + "metadata": {}, + "source": [ + "We will first define the constants of our world and grid. The grid is comprised of 128 x 64 x 32 cells of each 1 x 1 x 1 nm³." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bbf906e6", + "metadata": {}, + "outputs": [], + "source": [ + "nx, ny, nz = 128, 64, 32\n", + "cx, cy, cz = 1e-9, 1e-9, 1e-9" + ] + }, + { + "cell_type": "markdown", + "id": "943bd466", + "metadata": {}, + "source": [ + "## 1. Numpy arrays\n", + "Here we will be looking at setting the geometry with a numpy array. The array should have the same dimensions as our grid and should contain booleans.\n", + "\n", + "### 1.1 The full grid\n", + "If we want our magnet to be the entire grid we do not have to specify a geometry." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a5da627", + "metadata": {}, + "outputs": [], + "source": [ + "world = World(cellsize=(cx, cy, cz))\n", + "grid = Grid((nx, ny, nz))\n", + "\n", + "magnet = Ferromagnet(world=world, grid=grid)\n", + "magnet.magnetization = (1,0,0)\n", + "\n", + "show_magnet_geometry(magnet)" + ] + }, + { + "cell_type": "markdown", + "id": "d9c758c4", + "metadata": {}, + "source": [ + "### 1.2 Eliminating pixels\n", + "If we want to remove some pixels from the magnet we can create an array as big as our grid and set some values to 0 (or `False`). Note that the array should have a shape of (nz, ny, nx).\n", + "Let's now remove a pixel at the center row of the magnet." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "554ba29a", + "metadata": {}, + "outputs": [], + "source": [ + "world = World(cellsize=(cx, cy, cz))\n", + "grid = Grid((nx, ny, nz))\n", + "\n", + "geom_array = np.ones(shape=(nz,ny,nx))\n", + "geom_array[:,ny//2,:] = np.zeros(shape=(nz,nx))\n", + "\n", + "magnet = Ferromagnet(world=world, grid=grid, geometry=geom_array)\n", + "magnet.magnetization = (1,0,0)\n", + "\n", + "show_magnet_geometry(magnet)" + ] + }, + { + "cell_type": "markdown", + "id": "bc83a787", + "metadata": {}, + "source": [ + "## 2. Functions" + ] + }, + { + "cell_type": "markdown", + "id": "83936698", + "metadata": {}, + "source": [ + "We can also create our own functions to form geometries. The input of every function should be (x,y,z) where x, y and z are real space coordinates. The output of the function should be a boolean.\n", + "\n", + "### 2.1 Circle\n", + "Here we create a circle with a radius of 20nm at the center of the grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a3450bd", + "metadata": {}, + "outputs": [], + "source": [ + "world = World(cellsize=(cx, cy, cz))\n", + "grid = Grid((nx, ny, nz))\n", + "\n", + "geomfunc = lambda x, y, z: (x-nx*cx/2)**2 + (y-ny*cy/2)**2 < (20e-9)**2\n", + "\n", + "magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc)\n", + "magnet.magnetization = (1,0,0)\n", + "\n", + "show_magnet_geometry(magnet)" + ] + }, + { + "cell_type": "markdown", + "id": "ef62e6aa", + "metadata": {}, + "source": [ + "### 2.2 Sawtooth\n", + "Here we will cut a sawtooth pattern out of a magnet." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6fe431da", + "metadata": {}, + "outputs": [], + "source": [ + "world = World(cellsize=(cx, cy, cz))\n", + "grid = Grid((nx, ny, nz))\n", + "\n", + "p = 25e-9\n", + "a = 20e-9\n", + "\n", + "def saw(x,y,z):\n", + " func = a*(x/p - np.floor(0.5 + x/p)) + a/2-cy\n", + " return y > func\n", + "\n", + "magnet = Ferromagnet(world=world, grid=grid, geometry=saw)\n", + "magnet.magnetization = (1,0,0)\n", + "\n", + "show_magnet_geometry(magnet)" + ] + }, + { + "cell_type": "markdown", + "id": "798c55fe", + "metadata": {}, + "source": [ + "## 3. Shapes\n", + "Let's end this tutoial by using the `Shape` class to generate a geometry. For more information on different shapes and shape manipulations see `shape.ipynb`.\n", + "### 3.1 Sphere\n", + "Here we create a spherical magnet with a diameter of 20nm" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "49c0f54e", + "metadata": {}, + "outputs": [], + "source": [ + "world = World(cellsize=(cx, cy, cz))\n", + "grid = Grid((nx, ny, nz))\n", + "\n", + "circ = shape.Sphere(diam=20e-9)\n", + "circ.translate(nx*cx/2, ny*cy/2, nz*cz/2)\n", + "magnet = Ferromagnet(world=world, grid=grid, geometry=circ)\n", + "\n", + "show_magnet_geometry(magnet)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6e3ede00", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "mumaxplus", + "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": "3.13.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From e6be2e93a8949fa30b1b02aa62a69e6b87ac0f5b Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Wed, 29 Apr 2026 14:41:02 +0200 Subject: [PATCH 02/10] Add tutorial to website --- docs/images/magnet_cylinder.png | Bin 0 -> 282702 bytes docs/images/magnet_full.png | Bin 0 -> 624390 bytes docs/images/magnet_remove_line.png | Bin 0 -> 423396 bytes docs/images/magnet_sawtooth.png | Bin 0 -> 360997 bytes docs/images/magnet_sphere.png | Bin 0 -> 131962 bytes docs/tutorial.rst | 1 + docs/tutorial/geometry.rst | 143 +++++++++++++++++++++++++++++ 7 files changed, 144 insertions(+) create mode 100644 docs/images/magnet_cylinder.png create mode 100644 docs/images/magnet_full.png create mode 100644 docs/images/magnet_remove_line.png create mode 100644 docs/images/magnet_sawtooth.png create mode 100644 docs/images/magnet_sphere.png create mode 100644 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+3,34 @@ Geometry ======== -This tutorial will teach you how to set your geometry for your magnets. The `geometry` parameter can accept numpy arrays and functions. -We'll need some basic code to view the shapes. To pan around in the 3D PyVista plots, you might need to install some extra stuff (namely trame): - -.. code-block:: console - - pip install ipywidgets 'pyvista[all,trame]' - +This tutorial will teach you how to set your geometry for your magnets. The ``geometry`` parameter can accept numpy arrays and functions. .. code-block:: python import numpy as np from mumaxplus import Ferromagnet, Grid, World import mumaxplus.util.shape as shape - from mumaxplus.util.show import show_magnet_geometry + import matplotlib.pyplot as plt -We will first define the constants of our world and grid. The grid is comprised of 128 x 64 x 32 cells of each 1 x 1 x 1 nm³. +We will first define the constants of our world and grid. The grid is comprised of 128 x 64 x 1 cells of each 1 x 1 x 1 nm³. .. code-block:: python - nx, ny, nz = 128, 64, 32 + nx, ny, nz = 128, 64, 1 cx, cy, cz = 1e-9, 1e-9, 1e-9 +Now we create a function to visualise the geometry. In the final images empty space will be shown as white while the magnetic material will be gray. + +.. code-block:: python + + def show_2D_geom(magnet): + geom = magnet.geometry[0,...] + im_extent = (-0.5*cx * 1e9, (nx*cx - 0.5*cx) * 1e9, -0.5*cy * 1e9, (ny*cy - 0.5*cy) * 1e9) + plt.imshow(geom, cmap="Greys", origin="lower", extent=im_extent, vmin=0, vmax=2) + plt.xlabel("x (nm)") + plt.ylabel("y (nm)") + plt.show() + 1. Numpy arrays --------------- Here we will be looking at setting the geometry with a numpy array. The array should have the same dimensions as our grid and should contain booleans. @@ -41,7 +47,7 @@ If we want our magnet to be the entire grid we do not have to specify a geometry magnet = Ferromagnet(world=world, grid=grid) magnet.magnetization = (1,0,0) - show_magnet_geometry(magnet) + show_2D_geom(magnet) .. image:: ../images/magnet_full.png :align: center @@ -49,7 +55,7 @@ If we want our magnet to be the entire grid we do not have to specify a geometry 1.2 Eliminating pixels ^^^^^^^^^^^^^^^^^^^^^^ -If we want to remove some pixels from the magnet we can create an array as big as our grid and set some values to 0 (or `False`). Note that the array should have a shape of (nz, ny, nx). +If we want to remove some pixels from the magnet we can create an array as big as our grid and set some values to 0 (or ``False``). Note that the array should have a shape of (nz, ny, nx). Let's now remove a pixel at the center row of the magnet. .. code-block:: python @@ -63,7 +69,7 @@ Let's now remove a pixel at the center row of the magnet. magnet = Ferromagnet(world=world, grid=grid, geometry=geom_array) magnet.magnetization = (1,0,0) - show_magnet_geometry(magnet) + show_2D_geom(magnet) .. image:: ../images/magnet_remove_line.png :align: center @@ -75,7 +81,7 @@ We can also create our own functions to form geometries. The input of every func 2.1 Circle ^^^^^^^^^^ -Here we create a circle with a radius of 20nm at the center of the grid +Here we create a circle with a radius of 20nm at the center of the grid. .. code-block:: python @@ -87,7 +93,7 @@ Here we create a circle with a radius of 20nm at the center of the grid magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc) magnet.magnetization = (1,0,0) - show_magnet_geometry(magnet) + show_2D_geom(magnet) .. image:: ../images/magnet_cylinder.png :align: center @@ -112,7 +118,7 @@ Here we will cut a sawtooth pattern out of a magnet. magnet = Ferromagnet(world=world, grid=grid, geometry=saw) magnet.magnetization = (1,0,0) - show_magnet_geometry(magnet) + show_2D_geom(magnet) .. image:: ../images/magnet_sawtooth.png :align: center @@ -120,11 +126,11 @@ Here we will cut a sawtooth pattern out of a magnet. 3. Shapes --------- -Let's end this tutoial by using the `Shape` class to generate a geometry. For more information on different shapes and shape manipulations see :doc:`Shapes `. +Let's end this tutoial by using the ``Shape`` class to generate a geometry. For more information on different shapes and shape manipulations see :doc:`Shapes `. 3.1 Sphere ^^^^^^^^^^ -Here we create a spherical magnet with a diameter of 20nm +Here we create a spherical magnet with a diameter of 60nm. .. code-block:: python @@ -135,7 +141,7 @@ Here we create a spherical magnet with a diameter of 20nm circ.translate(nx*cx/2, ny*cy/2, nz*cz/2) magnet = Ferromagnet(world=world, grid=grid, geometry=circ) - show_magnet_geometry(magnet) + show_2D_geom(magnet) .. image:: ../images/magnet_sphere.png :align: center diff --git a/examples/geometry.ipynb b/examples/geometry.ipynb index 7be1fcf7..6b76debd 100644 --- a/examples/geometry.ipynb +++ b/examples/geometry.ipynb @@ -6,16 +6,12 @@ "metadata": {}, "source": [ "# Geometry\n", - "This notebook will teach you how to set your geometry for your magnets. The `geometry` parameter can accept numpy arrays and functions.\n", - "We'll need some basic code to view the shapes. To pan around in the 3D PyVista plots, you might need to install some extra stuff (namely trame):\n", - "```bash\n", - "pip install ipywidgets 'pyvista[all,trame]'\n", - "```" + "This notebook will teach you how to set your geometry for your magnets. The `geometry` parameter can accept numpy arrays and functions." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 130, "id": "1fbda135", "metadata": {}, "outputs": [], @@ -23,7 +19,7 @@ "import numpy as np\n", "from mumaxplus import Ferromagnet, Grid, World\n", "import mumaxplus.util.shape as shape\n", - "from mumaxplus.util.show import show_magnet_geometry" + "import matplotlib.pyplot as plt" ] }, { @@ -31,20 +27,44 @@ "id": "6ae2a331", "metadata": {}, "source": [ - "We will first define the constants of our world and grid. The grid is comprised of 128 x 64 x 32 cells of each 1 x 1 x 1 nm³." + "We will first define the constants of our world and grid. The grid is comprised of 128 x 64 x 1 cells of each 1 x 1 x 1 nm³." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 123, "id": "bbf906e6", "metadata": {}, "outputs": [], "source": [ - "nx, ny, nz = 128, 64, 32\n", + "nx, ny, nz = 128, 64, 1\n", "cx, cy, cz = 1e-9, 1e-9, 1e-9" ] }, + { + "cell_type": "markdown", + "id": "94e1c830", + "metadata": {}, + "source": [ + "Now we create a function to visualise the geometry. In the final images empty space will be shown as white while the magnetic material will be gray." + ] + }, + { + "cell_type": "code", + "execution_count": 124, + "id": "cd1e5e70", + "metadata": {}, + "outputs": [], + "source": [ + "def show_2D_geom(magnet):\n", + " geom = magnet.geometry[0,...]\n", + " im_extent = (-0.5*cx * 1e9, (nx*cx - 0.5*cx) * 1e9, -0.5*cy * 1e9, (ny*cy - 0.5*cy) * 1e9)\n", + " plt.imshow(geom, cmap=\"Greys\", origin=\"lower\", extent=im_extent, vmin=0, vmax=2)\n", + " plt.xlabel(\"x (nm)\")\n", + " plt.ylabel(\"y (nm)\")\n", + " plt.show()" + ] + }, { "cell_type": "markdown", "id": "943bd466", @@ -59,10 +79,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 125, "id": "3a5da627", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "

" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -70,7 +101,7 @@ "magnet = Ferromagnet(world=world, grid=grid)\n", "magnet.magnetization = (1,0,0)\n", "\n", - "show_magnet_geometry(magnet)" + "show_2D_geom(magnet)" ] }, { @@ -85,21 +116,32 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 126, "id": "554ba29a", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", "\n", "geom_array = np.ones(shape=(nz,ny,nx))\n", - "geom_array[:,ny//2,:] = np.zeros(shape=(nz,nx))\n", + "geom_array[:,ny//2,:] = 0\n", "\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=geom_array)\n", "magnet.magnetization = (1,0,0)\n", "\n", - "show_magnet_geometry(magnet)" + "show_2D_geom(magnet)" ] }, { @@ -118,7 +160,7 @@ "We can also create our own functions to form geometries. The input of every function should be (x,y,z) where x, y and z are real space coordinates. The output of the function should be a boolean.\n", "\n", "### 2.1 Circle\n", - "Here we create a circle with a radius of 20nm at the center of the grid" + "Here we create a circle with a radius of 20nm at the center of the grid." ] }, { @@ -126,7 +168,18 @@ "execution_count": null, "id": "7a3450bd", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -136,7 +189,7 @@ "magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc)\n", "magnet.magnetization = (1,0,0)\n", "\n", - "show_magnet_geometry(magnet)" + "show_2D_geom(magnet)" ] }, { @@ -150,10 +203,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 128, "id": "6fe431da", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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99JIOMHPnztVXuR44cKA+8Z06od7hw4fbr2QAAAAdNWdGnShv3rx5snXrVtm8ebO+tpI6+Z26xMH8+fNl165dp/K0AAAAnTsBWJ25V52RV21nnHGGjB8/XkpKSvTlDR577LHTeWoAAICOCTNqKEkNNakLSkZEROihJtUbo4JNTk6ODjbPPPOMLFq06GSfGgAAoOOuzdQgLCxMjh07JlOmTNFDTBdffHGzY9RFJ3v27HnypQEAAOjoMKOGjyZNmiR+fn6tHtOrVy8pLS092acGAADo+DCjJvoCAAA4BWcABgAARiPMAAAAoxFmAACA0QgzAADAaIQZAABgNMIMAAAwGmEGAAAYjTADAACMRpgBAABGI8wAAACjEWYAAIDRCDMAAMBohBkAAGA0wgwAADAaYQYAABjN1jCTkZEhI0eOlMDAQOnbt6/ceOONsnPnTrdjLMuStLQ0CQ8PF39/f4mNjZWSkhLbygwAAJzF1jBTUFAgc+bMkU2bNkl+fr4cOXJE4uLi5KeffnIds2TJEsnMzJTs7GwpKiqS0NBQGTt2rNTU1NhZdAAA4BBd7XzxN9980+3+qlWrdA9NcXGxXHnllbpXJisrS1JTUyU+Pl4fk5OTIyEhIZKbmyuzZs2yqeQAAMApHDVnpqqqSn/t3bu3/lpaWirl5eW6t6aBr6+vxMTESGFhYYvPUVdXJ9XV1W4bAADwXI4JM6oX5t5775XLL79chgwZovepIKOonpjG1P2Gx1qahxMcHOza+vfv3wmlBwAA4u1hZu7cufLJJ5/I888/3+wxHx+fZsGn6b4GKSkpuoenYSsrK+uwMgMAAC+fM9Pg7rvvltdee002bNgg/fr1c+1Xk30V1QsTFhbm2l9RUdGst6bxMJTaAACAd7C1Z0b1sKgembVr18q7774rkZGRbo+r+yrQqJVODerr6/UqqNGjR9tQYgAA4DS29syoZdlqVdKrr76qzzXTMA9GzXVR55RRQ0lJSUmSnp4uUVFRelO3AwICJCEhwc6iAwAAh7A1zCxfvlx/VSfCa7pEe+bMmfp2cnKy1NbWSmJiolRWVkp0dLTk5eXp8AMAANDV7mGmE1G9M+oMwGrzRirENVi2bJmtZfFWjdtAoR1oA2/Ez4H9aAMDVjMBAACcCsIMAAAwGmEGAAAYzRHnmfFmTcdAYT/axH60gf1oA/vRBm1HzwwAADAaYQYAABiNMAMAAIzGnJlOxhio/WgD+9EG9qMN7EcbtB96ZgAAgNEIMwAAwGiEGQAAYDTmzHQwxkTtRxvYjzawH21gP9qg49AzAwAAjEaYAQAARiPMAAAAozFnpp0xJmo/2sB+tIH9aAP70Qadh54ZAABgNMIMAAAwGmEGAAAYjTkzJ4kxUOehTexHG9iPNnAG2sEe9MwAAACjEWYAAIDRGGZqA7oN7Ucb2I82sB9tYD/awJnomQEAAEYjzAAAAKMRZgAAgNGYM9MCxkTtRxvYjzawH21gP9rADPTMAAAAo9kaZjZs2CDXX3+9hIeHi4+Pj7zyyituj1uWJWlpafpxf39/iY2NlZKSEtvKCwAAnMfWMPPTTz/JRRddJNnZ2S0+vmTJEsnMzNSPFxUVSWhoqIwdO1Zqamo6vawAAMCZbJ0zM27cOL21RPXKZGVlSWpqqsTHx+t9OTk5EhISIrm5uTJr1qx2KwdjovajDexHG9iPNrAfbeCcNqiurpYFCxaYPWemtLRUysvLJS4uzrXP19dXYmJipLCwsNXvq6ur0xXQeAMAAJ7LsWFGBRlF9cQ0pu43PNaSjIwMCQ4Odm39+/fv8LICAAD7ODbMNFATg5sOPzXd11hKSopUVVW5trKysk4oJQAAsItjzzOjJvsqqhcmLCzMtb+ioqJZb01jaihKbU3deeedEhQU1EGlxcliXNp+tIH9aAP70Qae0QaO7ZmJjIzUgSY/P9+1r76+XgoKCmT06NG2lg0AADiHrT0zBw4ckC+++MJt0u+2bdukd+/eMmDAAElKSpL09HSJiorSm7odEBAgCQkJdhYbAAA4iK1h5qOPPpKrrrrKdf/ee+/VX2fMmCFPPfWUJCcnS21tre6CqqyslOjoaMnLy5PAwEAbSw0AAJzE1jCjzuirJvS2Rk30VWcAVhvMwji0/WgD+9EG9qMNvKMNHDtnBgAAoC0IMwAAwGiEGQAAYDTHnmcGZmFc2n60gf1oA2egHbyvDeiZAQAARiPMAAAAoxFmAACA0Zgzg1PCmLT9aANnoB3sRxvYz+42oGcGAAAYjTADAACMRpgBAABGY84MjBkTBW3gBPwc2I82sF+iwz4P6JkBAABGI8wAAACjEWYAAIDRmDMDx46BeiPawH60gf1oA/slGvZ5QM8MAAAwGmEGAAAYjWEmL2ZaN6Inog3sRxvYjzawX6Lhnwf0zAAAAKMRZgAAgNEIMwAAwGjMmfEipo+JegLawH60gf1oA/sletjnAT0zAADAaIQZAABgNMIMAAAwGnNmPJinjYmaiDawH21gP9rAfoke/nlAzwwAADCaEWFm2bJlEhkZKX5+fnLppZfKxo0b7S4SAABwCMeHmTVr1khSUpKkpqbK1q1b5YorrpBx48bJ3r177S4aAABwAMfPmcnMzJQ77rhDfv3rX+v7WVlZ8tZbb8ny5cslIyNDvJmnj4GagDawH23gDLSD/RK9+DPB0T0z9fX1UlxcLHFxcW771f3CwsIWv6eurk6qq6vdNgAA4LkcHWa+++47OXr0qISEhLjtV/fLy8tb/B7VWxMcHOza+vfv30mlBQAAdnD8MJPi4+Pjdt+yrGb7GqSkpMi9997rul9VVSUDBgzwiB6a2tpat/ue8H8yvR1oA9rAW/H7yH6e3gbV//3/qM/8E/Gx2nKUjcNMAQEB8uKLL8pNN93k2j9v3jzZtm2bFBQUnPA5vv76a3pnAAAwVFlZmfTr18/cnpnu3bvrpdj5+fluYUbdv+GGG9r0HOHh4boiVGZTPTTqdlBQUAeW2rNSsRqmo86oN95rzsTPKHXmye81y7KkpqZGf46fiKPDjKKGjKZPny4jRoyQUaNGyYoVK/Sy7NmzZ7fp+7t06aITXUN3lWoEwszJoc5ODfVGnXUW3mvUmae+19Tc17ZwfJi5+eab5fvvv5dFixbJ/v37ZciQIbJu3TqJiIiwu2gAAMABHB9mGtbOe/P6eQAAYOjS7Pbk6+srDz74oP4K6oz3mrPw80m98V5zNl+Hf4Y6ejUTAADAiXhNzwwAAPBMhBkAAGA0wgwAADAaYQYAABjNK8LMsmXLJDIyUvz8/PQZhTdu3Gh3kRxFXZxz5MiREhgYKH379pUbb7xRdu7c6XaMmieelpamz8To7+8vsbGxUlJSYluZnViH6nphSUlJrn3UWcv27dsn06ZNkz59+ujLlVx88cVSXFxMvbXiyJEj8sADD+jfYepn79xzz9Xn3Tp27Bh11siGDRvk+uuv17+j1M/iK6+84laPbfl5rKurk7vvvlvOOuss6dGjh0ycOFFfEscb6+zw4cOycOFCGTp0qK4Ldcytt94q33zzjTPrzPJwq1evtrp162atXLnS2rFjhzVv3jyrR48e1p49e+wummNce+211qpVq6xPP/3U2rZtmzVhwgRrwIAB1oEDB1zHPPzww1ZgYKD10ksvWdu3b7duvvlmKywszKqurra83ebNm62BAwdaw4YN0++vBtRZcz/88IMVERFhzZw50/rwww+t0tJS6+2337a++OIL6q0Vixcvtvr06WO9/vrrur5efPFF68wzz7SysrKos0bWrVtnpaam6t9R6qPt5ZdfdqvHtvw8zp492zrnnHOs/Px8a8uWLdZVV11lXXTRRdaRI0csb6uzH3/80RozZoy1Zs0a69///rf1wQcfWNHR0dall17q9hxOqTOPDzM///nPdWU3dsEFF1j33XefbWVyuoqKCv3GLigo0PePHTtmhYaG6l8GDQ4dOmQFBwdbf/3rXy1vVlNTY0VFRekf5JiYGFeYoc5atnDhQuvyyy9vtT6pt+bUHxe333672774+Hhr2rRp1Fkrmn4wt+V9pT681R++6g/gBvv27bO6dOlivfnmm5ankxYCYEt/uKnjGjoDnFRnHj3MpK66rbqv4+Li3Par+4WFhbaVy+mqqqr01969e+uvpaWlUl5e7laP6sRJMTExXl+Pc+bMkQkTJsiYMWPc6pA6a9lrr72mr7M2adIkPaQ5fPhwWblyJfV2HJdffrm888478vnnn+v7H3/8sbz//vsyfvx43mtt1JafR/VZoYZWGh+jhlbUJXT4vPjfZ4MajurZs6fj6syIyxmcqu+++06OHj0qISEhbvvVffXGRnMqoKuLe6pfoOoNqTTUVUv1uGfPHq+txtWrV8uWLVukqKio2WPUWct2794ty5cv1++x+++/XzZv3iz33HOP/mBR4/HUW3Nq3oL6ELngggvkjDPO0L/THnroIZkyZQrvtTZqy/tKHdO9e3fp1atXs2P4vBA5dOiQ3HfffZKQkOC60KST6syjw0wDlSSbfmA33Yf/N3fuXPnkk0/0X37UY+vKyspk3rx5kpeXpyeW895rGzVpVfXMpKen6/uqZ0ZNwlQBR4UZfmabW7NmjTz77LOSm5srgwcPlm3btumJ5uov4BkzZlBnHfxZwOeF6N6XW265Rf/8qgU1J2JHnXn0MJOaXa3+kmmaECsqKpoldIieka6GAdavXy/9+vVzVUloaKj+Sj3+j+peVe8jtTqua9eueisoKJDHH39c3254f1Fn7sLCwmTQoEFu+y688ELZu3cv77VW/Pa3v9V/EasPE7WyZPr06TJ//ny9go6fz7Zpy+8wdYyamlBZWdnqMd4aZCZPnqyH6vLz8129Mk6rM48OM6r7S33YqAZoTN0fPXq0beVyGpWiVY/M2rVr5d1339VLQBtT99WbtnE9qjew+vD21nq85pprZPv27fqv5IZN9ThMnTpV31bLZ6mz5i677LJmy/7VXJCIiAh9m/dacwcPHpQuXdx/Vas/0hqWZlNnJ9aWOlKfFd26dXM7Zv/+/fLpp5967e+5w/8NMrt27ZK3335bn06hMUfVmeUlS7OffPJJvTQ7KSlJL83+6quv7C6aY9x11116Vv97771n7d+/37UdPHjQdYxaBaCOWbt2rV7WOGXKFJZmN9F4NRN11vpqiK5du1oPPfSQtWvXLuu5556zAgICrGeffZZ6a8WMGTP00teGpdnqZ/Css86ykpOTqbMmKwu3bt2qN/XRlpmZqW83rLxpy+8wtfK1X79++nQBapnx1Vdf7dFLs2uOU2eHDx+2Jk6cqOtDnbKj8WdDXV2d4+rM48OM8sQTT+hzW3Tv3t265JJLXEuO8f/Um7ilTZ17pvHSxgcffFAvb/T19bWuvPJK/QsBrYcZ6qxl//znP60hQ4bo95E6TcKKFSvcHqfe3KkPW/W+Uud+8vPzs84991x9bpDGHyjUmWWtX7++xd9jKgy2tY5qa2utuXPnWr1797b8/f2t6667ztq7d69X1llpaWmrnw3q+5xWZz7qn87tCwIAAGg/Hj1nBgAAeD7CDAAAMBphBgAAGI0wAwAAjEaYAQAARiPMAAAAoxFmAACA0QgzAADAaIQZAI725JNPSlxcXIe/zuuvv66v4t1wzSMA5iDMAHCsuro6+f3vfy+/+93vOvy1rrvuOvHx8ZHc3NwOfy0A7YswA8CxXnrpJTnzzDPliiuu6JTXu+222+Qvf/lLp7wWgPZDmAHQ4f7zn/9IaGiopKenu/Z9+OGH0r17d8nLy2v1+1avXi0TJ0502zdz5ky58cYbZenSpRIWFiZ9+vSROXPmyOHDh13HDBw4UBYvXiy33nqrDkMRERHy6quv6nLccMMNet/QoUPlo48+cntu9VqbN2+W3bt3t+v/H0DHIswA6HBnn322/P3vf5e0tDQdIA4cOCDTpk2TxMTE486H2bhxo4wYMaLZ/vXr18uXX36pv+bk5MhTTz2lt8Yee+wxueyyy2Tr1q0yYcIEmT59ug436nW3bNki5513nr7f+Fq7KvT07dtXvy4AcxBmAHSK8ePHy5133ilTp06V2bNni5+fnzz88MOtHv/jjz/qLTw8vNljvXr1kuzsbLngggv0XBcVVt55551mrzdr1iyJiorS825qampk5MiRMmnSJDn//PNl4cKF8tlnn8m3337r9n3nnHOOfPXVV+34PwfQ0QgzADqNGho6cuSIvPDCC/Lcc8/pQNOa2tpa/bWlYwYPHixnnHGG674abqqoqHA7ZtiwYa7bISEh+qsaWmq6r+n3+fv7y8GDB0/hfwfALoQZAJ1GzUX55ptv9PLnPXv2HPdYNRdGrS6qrKxs9li3bt3c7qvjmi6pbnyMery1fU2/74cfftDDYgDMQZgB0Cnq6+v1ENPNN9+sJ+fecccdzYZ4GlOTgwcNGiQ7duzotBY6dOiQnoujzjcDwByEGQCdIjU1VaqqquTxxx+X5ORkufDCC3WgOZ5rr71W3n///U5roU2bNomvr6+MGjWq014TwOkjzADocO+9955kZWXJM888I0FBQdKlSxd9WwWV5cuXt/p9asLwunXrdAjqDM8//7zuPQoICOiU1wPQPnysxusSAcBhJk+erId9UlJSOvR11Dlo1OootXQ8MjKyQ18LQPuiZwaAoz366KP6JHcdrbS0VJYtW0aQAQxEzwwAADAaPTMAAMBohBkAAGA0wgwAADAaYQYAABiNMAMAAIxGmAEAAEYjzAAAAKMRZgAAgNEIMwAAQEz2fw4kg+TSFn9NAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -168,7 +232,7 @@ "magnet = Ferromagnet(world=world, grid=grid, geometry=saw)\n", "magnet.magnetization = (1,0,0)\n", "\n", - "show_magnet_geometry(magnet)" + "show_2D_geom(magnet)" ] }, { @@ -179,33 +243,36 @@ "## 3. Shapes\n", "Let's end this tutoial by using the `Shape` class to generate a geometry. For more information on different shapes and shape manipulations see `shape.ipynb`.\n", "### 3.1 Sphere\n", - "Here we create a spherical magnet with a diameter of 20nm" + "Here we create a circular magnet with a diameter of 60nm." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 129, "id": "49c0f54e", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", "\n", - "circ = shape.Sphere(diam=20e-9)\n", + "circ = shape.Circle(diam=60e-9)\n", "circ.translate(nx*cx/2, ny*cy/2, nz*cz/2)\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=circ)\n", "\n", - "show_magnet_geometry(magnet)" + "show_2D_geom(magnet)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6e3ede00", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { From a2f4d2e7c3a8cf9acf4e656ef2229816ad653607 Mon Sep 17 00:00:00 2001 From: Ian Lateur Date: Thu, 7 May 2026 10:28:01 +0200 Subject: [PATCH 08/10] Clear output of geometry tutorial notebook --- examples/geometry.ipynb | 79 +++++++---------------------------------- 1 file changed, 12 insertions(+), 67 deletions(-) diff --git a/examples/geometry.ipynb b/examples/geometry.ipynb index 6b76debd..1977b5e5 100644 --- a/examples/geometry.ipynb +++ b/examples/geometry.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 130, + "execution_count": null, "id": "1fbda135", "metadata": {}, "outputs": [], @@ -32,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 123, + "execution_count": null, "id": "bbf906e6", "metadata": {}, "outputs": [], @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": 124, + "execution_count": null, "id": "cd1e5e70", "metadata": {}, "outputs": [], @@ -79,21 +79,10 @@ }, { "cell_type": "code", - "execution_count": 125, + "execution_count": null, "id": "3a5da627", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -116,21 +105,10 @@ }, { "cell_type": "code", - "execution_count": 126, + "execution_count": null, "id": "554ba29a", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -168,18 +146,7 @@ "execution_count": null, "id": "7a3450bd", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -203,21 +170,10 @@ }, { "cell_type": "code", - "execution_count": 128, + "execution_count": null, "id": "6fe431da", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", @@ -248,21 +204,10 @@ }, { "cell_type": "code", - "execution_count": 129, + "execution_count": null, "id": "49c0f54e", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", From e3a5edb1c60592d6b3e4754bc991a01aaed32c84 Mon Sep 17 00:00:00 2001 From: Ian Lateur Date: Thu, 7 May 2026 10:40:48 +0200 Subject: [PATCH 09/10] Don't set magnetization --- docs/tutorial/geometry.rst | 4 ---- examples/geometry.ipynb | 4 ---- 2 files changed, 8 deletions(-) diff --git a/docs/tutorial/geometry.rst b/docs/tutorial/geometry.rst index 94f2c1b2..0637048d 100644 --- a/docs/tutorial/geometry.rst +++ b/docs/tutorial/geometry.rst @@ -45,7 +45,6 @@ If we want our magnet to be the entire grid we do not have to specify a geometry grid = Grid((nx, ny, nz)) magnet = Ferromagnet(world=world, grid=grid) - magnet.magnetization = (1,0,0) show_2D_geom(magnet) @@ -67,7 +66,6 @@ Let's now remove a pixel at the center row of the magnet. geom_array[:,ny//2,:] = np.zeros(shape=(nz,nx)) magnet = Ferromagnet(world=world, grid=grid, geometry=geom_array) - magnet.magnetization = (1,0,0) show_2D_geom(magnet) @@ -91,7 +89,6 @@ Here we create a circle with a radius of 20nm at the center of the grid. geomfunc = lambda x, y, z: (x-nx*cx/2)**2 + (y-ny*cy/2)**2 < (20e-9)**2 magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc) - magnet.magnetization = (1,0,0) show_2D_geom(magnet) @@ -116,7 +113,6 @@ Here we will cut a sawtooth pattern out of a magnet. return y > func magnet = Ferromagnet(world=world, grid=grid, geometry=saw) - magnet.magnetization = (1,0,0) show_2D_geom(magnet) diff --git a/examples/geometry.ipynb b/examples/geometry.ipynb index 1977b5e5..d0d2519a 100644 --- a/examples/geometry.ipynb +++ b/examples/geometry.ipynb @@ -88,7 +88,6 @@ "grid = Grid((nx, ny, nz))\n", "\n", "magnet = Ferromagnet(world=world, grid=grid)\n", - "magnet.magnetization = (1,0,0)\n", "\n", "show_2D_geom(magnet)" ] @@ -117,7 +116,6 @@ "geom_array[:,ny//2,:] = 0\n", "\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=geom_array)\n", - "magnet.magnetization = (1,0,0)\n", "\n", "show_2D_geom(magnet)" ] @@ -154,7 +152,6 @@ "geomfunc = lambda x, y, z: (x-nx*cx/2)**2 + (y-ny*cy/2)**2 < (20e-9)**2\n", "\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc)\n", - "magnet.magnetization = (1,0,0)\n", "\n", "show_2D_geom(magnet)" ] @@ -186,7 +183,6 @@ " return y > func\n", "\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=saw)\n", - "magnet.magnetization = (1,0,0)\n", "\n", "show_2D_geom(magnet)" ] From 6f8dec50bf781b497731e3adce4bc5c32034ee7a Mon Sep 17 00:00:00 2001 From: Ian Lateur Date: Thu, 7 May 2026 10:51:02 +0200 Subject: [PATCH 10/10] Set geometry in actual center of the magnet --- docs/tutorial/geometry.rst | 7 ++++--- examples/geometry.ipynb | 9 +++++---- 2 files changed, 9 insertions(+), 7 deletions(-) diff --git a/docs/tutorial/geometry.rst b/docs/tutorial/geometry.rst index 0637048d..4f512f5f 100644 --- a/docs/tutorial/geometry.rst +++ b/docs/tutorial/geometry.rst @@ -18,6 +18,7 @@ We will first define the constants of our world and grid. The grid is comprised nx, ny, nz = 128, 64, 1 cx, cy, cz = 1e-9, 1e-9, 1e-9 + center = cx*(nx-1)/2, cy*(ny-1)/2, cz*(nz-1)/2 Now we create a function to visualise the geometry. In the final images empty space will be shown as white while the magnetic material will be gray. @@ -55,7 +56,7 @@ If we want our magnet to be the entire grid we do not have to specify a geometry 1.2 Eliminating pixels ^^^^^^^^^^^^^^^^^^^^^^ If we want to remove some pixels from the magnet we can create an array as big as our grid and set some values to 0 (or ``False``). Note that the array should have a shape of (nz, ny, nx). -Let's now remove a pixel at the center row of the magnet. +Let's now remove a row of cells at the center of the magnet. .. code-block:: python @@ -86,7 +87,7 @@ Here we create a circle with a radius of 20nm at the center of the grid. world = World(cellsize=(cx, cy, cz)) grid = Grid((nx, ny, nz)) - geomfunc = lambda x, y, z: (x-nx*cx/2)**2 + (y-ny*cy/2)**2 < (20e-9)**2 + geomfunc = lambda x, y, z: (x - center[0])**2 + (y - center[1])**2 < (20e-9)**2 magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc) @@ -134,7 +135,7 @@ Here we create a spherical magnet with a diameter of 60nm. grid = Grid((nx, ny, nz)) circ = shape.Sphere(diam=20e-9) - circ.translate(nx*cx/2, ny*cy/2, nz*cz/2) + circ.translate(*center) magnet = Ferromagnet(world=world, grid=grid, geometry=circ) show_2D_geom(magnet) diff --git a/examples/geometry.ipynb b/examples/geometry.ipynb index d0d2519a..54b2e29d 100644 --- a/examples/geometry.ipynb +++ b/examples/geometry.ipynb @@ -38,7 +38,8 @@ "outputs": [], "source": [ "nx, ny, nz = 128, 64, 1\n", - "cx, cy, cz = 1e-9, 1e-9, 1e-9" + "cx, cy, cz = 1e-9, 1e-9, 1e-9\n", + "center = cx*(nx-1)/2, cy*(ny-1)/2, cz*(nz-1)/2" ] }, { @@ -99,7 +100,7 @@ "source": [ "### 1.2 Eliminating pixels\n", "If we want to remove some pixels from the magnet we can create an array as big as our grid and set some values to 0 (or `False`). Note that the array should have a shape of (nz, ny, nx).\n", - "Let's now remove a pixel at the center row of the magnet." + "Let's now remove a row of cells at the center of the magnet." ] }, { @@ -149,7 +150,7 @@ "world = World(cellsize=(cx, cy, cz))\n", "grid = Grid((nx, ny, nz))\n", "\n", - "geomfunc = lambda x, y, z: (x-nx*cx/2)**2 + (y-ny*cy/2)**2 < (20e-9)**2\n", + "geomfunc = lambda x, y, z: (x - center[0])**2 + (y - center[1])**2 < (20e-9)**2\n", "\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc)\n", "\n", @@ -209,7 +210,7 @@ "grid = Grid((nx, ny, nz))\n", "\n", "circ = shape.Circle(diam=60e-9)\n", - "circ.translate(nx*cx/2, ny*cy/2, nz*cz/2)\n", + "circ.translate(*center)\n", "magnet = Ferromagnet(world=world, grid=grid, geometry=circ)\n", "\n", "show_2D_geom(magnet)"

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tutorial/langevin tutorial/precision tutorial/plot_field + tutorial/geometry diff --git a/docs/tutorial/geometry.rst b/docs/tutorial/geometry.rst new file mode 100644 index 00000000..618f7247 --- /dev/null +++ b/docs/tutorial/geometry.rst @@ -0,0 +1,143 @@ +:nosearch: + +Geometry +======== + +# Geometry +This tutorial will teach you how to set your geometry for your magnets. The `geometry` parameter can accept numpy arrays and functions. +We'll need some basic code to view the shapes. To pan around in the 3D PyVista plots, you might need to install some extra stuff (namely trame): + +.. code-block:: console + + pip install ipywidgets 'pyvista[all,trame]' + + +.. code-block:: python + + import numpy as np + from mumaxplus import Ferromagnet, Grid, World + import mumaxplus.util.shape as shape + from mumaxplus.util.show import show_magnet_geometry + +We will first define the constants of our world and grid. The grid is comprised of 128 x 64 x 32 cells of each 1 x 1 x 1 nm³. + +.. code-block:: python + + nx, ny, nz = 128, 64, 32 + cx, cy, cz = 1e-9, 1e-9, 1e-9 + +1. Numpy arrays +--------------- +Here we will be looking at setting the geometry with a numpy array. The array should have the same dimensions as our grid and should contain booleans. + +1.1 The full grid +^^^^^^^^^^^^^^^^^ +If we want our magnet to be the entire grid we do not have to specify a geometry. + +.. code-block:: python + + world = World(cellsize=(cx, cy, cz)) + grid = Grid((nx, ny, nz)) + + magnet = Ferromagnet(world=world, grid=grid) + magnet.magnetization = (1,0,0) + + show_magnet_geometry(magnet) + +.. image:: ../images/magnet_full.png + :align: center + :width: 600px + +1.2 Eliminating pixels +^^^^^^^^^^^^^^^^^^^^^^ +If we want to remove some pixels from the magnet we can create an array as big as our grid and set some values to 0 (or `False`). Note that the array should have a shape of (nz, ny, nx). +Let's now remove a pixel at the center row of the magnet. + +.. code-block:: python + + world = World(cellsize=(cx, cy, cz)) + grid = Grid((nx, ny, nz)) + + geom_array = np.ones(shape=(nz,ny,nx)) + geom_array[:,ny//2,:] = np.zeros(shape=(nz,nx)) + + magnet = Ferromagnet(world=world, grid=grid, geometry=geom_array) + magnet.magnetization = (1,0,0) + + show_magnet_geometry(magnet) + +.. image:: ../images/magnet_remove_line.png + :align: center + :width: 600px + +2. Functions +------------ +We can also create our own functions to form geometries. The input of every function should be (x,y,z) where x, y and z are real space coordinates. The output of the function should be a boolean. + +2.1 Circle +^^^^^^^^^^ +Here we create a circle with a radius of 20nm at the center of the grid + +.. code-block:: python + + world = World(cellsize=(cx, cy, cz)) + grid = Grid((nx, ny, nz)) + + geomfunc = lambda x, y, z: (x-nx*cx/2)**2 + (y-ny*cy/2)**2 < (20e-9)**2 + + magnet = Ferromagnet(world=world, grid=grid, geometry=geomfunc) + magnet.magnetization = (1,0,0) + + show_magnet_geometry(magnet) + +.. image:: ../images/magnet_cylinder.png + :align: center + :width: 600px + +2.2 Sawtooth +^^^^^^^^^^^^ +Here we will cut a sawtooth pattern out of a magnet. + +.. code-block:: python + + world = World(cellsize=(cx, cy, cz)) + grid = Grid((nx, ny, nz)) + + p = 25e-9 + a = 20e-9 + + def saw(x,y,z): + func = a*(x/p - np.floor(0.5 + x/p)) + a/2-cy + return y > func + + magnet = Ferromagnet(world=world, grid=grid, geometry=saw) + magnet.magnetization = (1,0,0) + + show_magnet_geometry(magnet) + +.. image:: ../images/magnet_sawtooth.png + :align: center + :width: 600px + +3. Shapes +--------- +Let's end this tutoial by using the `Shape` class to generate a geometry. For more information on different shapes and shape manipulations see `shape.ipynb`. + +3.1 Sphere +^^^^^^^^^^ +Here we create a spherical magnet with a diameter of 20nm + +.. code-block:: python + + world = World(cellsize=(cx, cy, cz)) + grid = Grid((nx, ny, nz)) + + circ = shape.Sphere(diam=20e-9) + circ.translate(nx*cx/2, ny*cy/2, nz*cz/2) + magnet = Ferromagnet(world=world, grid=grid, geometry=circ) + + show_magnet_geometry(magnet) + +.. image:: ../images/magnet_sphere.png + :align: center + :width: 600px From a387f2b0724ec48351644a745f8c27d5f8fc4cde Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Wed, 29 Apr 2026 14:41:41 +0200 Subject: [PATCH 03/10] Remove weird stripe in regions tutorial --- docs/_static/custom.css | 10 ++++++++++ docs/tutorial/regions.rst | 10 ++++++---- 2 files changed, 16 insertions(+), 4 deletions(-) diff --git a/docs/_static/custom.css b/docs/_static/custom.css index 7e5ad264..85cecc03 100644 --- a/docs/_static/custom.css +++ b/docs/_static/custom.css @@ -5,4 +5,14 @@ html[data-theme="dark"] .navbar-brand img { .headerlink { display: none; +} + +.side-by-side-images { + display: flex; + gap: 5%; +} + +.side-by-side-images img { + display: block; + width: 100%; } \ No newline at end of file diff --git a/docs/tutorial/regions.rst b/docs/tutorial/regions.rst index 937430fa..0fd73f69 100644 --- a/docs/tutorial/regions.rst +++ b/docs/tutorial/regions.rst @@ -81,11 +81,13 @@ Now one can set parameter values in each region seperately. plot_field(magnet.magnetization, arrow_size=1) -.. image:: ../images/regions_1.png - :width: 45% +.. container:: side-by-side-images -.. image:: ../images/regions_2.png - :width: 45% + .. image:: ../images/regions_1.png + :width: 100% + + .. image:: ../images/regions_2.png + :width: 100% Likewise, the antiferromagnetic nearest-neighbour exchange constant, ``afmex_nn``, can be set in the same way. \ No newline at end of file From 9152ab4482f45598e9f8c5cf4d336e0df23c9cb3 Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Wed, 29 Apr 2026 14:47:52 +0200 Subject: [PATCH 04/10] Change the order and make shapes clickable --- docs/tutorial.rst | 2 +- docs/tutorial/geometry.rst | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/docs/tutorial.rst b/docs/tutorial.rst index fa71be0c..1816f328 100644 --- a/docs/tutorial.rst +++ b/docs/tutorial.rst @@ -11,10 +11,10 @@ started! :maxdepth: 1 tutorial/magnetization + tutorial/geometry tutorial/shapes tutorial/regions tutorial/stdp4 tutorial/langevin tutorial/precision tutorial/plot_field - tutorial/geometry diff --git a/docs/tutorial/geometry.rst b/docs/tutorial/geometry.rst index 618f7247..288af2e5 100644 --- a/docs/tutorial/geometry.rst +++ b/docs/tutorial/geometry.rst @@ -121,7 +121,7 @@ Here we will cut a sawtooth pattern out of a magnet. 3. Shapes --------- -Let's end this tutoial by using the `Shape` class to generate a geometry. For more information on different shapes and shape manipulations see `shape.ipynb`. +Let's end this tutoial by using the `Shape` class to generate a geometry. For more information on different shapes and shape manipulations see :doc:`Shapes `. 3.1 Sphere ^^^^^^^^^^ From 6f44eb94bab642b7972439edb6fec2e1b3b100fe Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Wed, 29 Apr 2026 14:57:04 +0200 Subject: [PATCH 05/10] Remove clickable stripe in plot_field --- docs/tutorial/plot_field.rst | 10 ++++++---- 1 file changed, 6 insertions(+), 4 deletions(-) diff --git a/docs/tutorial/plot_field.rst b/docs/tutorial/plot_field.rst index a518fdff..2f5a9e14 100644 --- a/docs/tutorial/plot_field.rst +++ b/docs/tutorial/plot_field.rst @@ -88,11 +88,13 @@ Or look along a different out-of-plane axis. plot_field(mag, out_of_plane_axis="x") plot_field(mag, out_of_plane_axis="y") -.. image:: ../images/plot_field/plot_field_OoP_x.png - :width: 45% +.. container:: side-by-side-images -.. image:: ../images/plot_field/plot_field_OoP_y.png - :width: 45% + .. image:: ../images/plot_field/plot_field_OoP_x.png + :width: 100% + + .. image:: ../images/plot_field/plot_field_OoP_y.png + :width: 100% A few things to note: From 8053a8b8e2fb34b7e1b97df29c2378e0e79dffe3 Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Thu, 30 Apr 2026 09:40:45 +0200 Subject: [PATCH 06/10] Remove markdown leftover --- docs/tutorial/geometry.rst | 1 - 1 file changed, 1 deletion(-) diff --git a/docs/tutorial/geometry.rst b/docs/tutorial/geometry.rst index 288af2e5..db1af19e 100644 --- a/docs/tutorial/geometry.rst +++ b/docs/tutorial/geometry.rst @@ -3,7 +3,6 @@ Geometry ======== -# Geometry This tutorial will teach you how to set your geometry for your magnets. The `geometry` parameter can accept numpy arrays and functions. We'll need some basic code to view the shapes. To pan around in the 3D PyVista plots, you might need to install some extra stuff (namely trame): From db9b3634e4b5385ee4739a42f95a3ae818f62417 Mon Sep 17 00:00:00 2001 From: DiegoDeGusem Date: Tue, 5 May 2026 10:33:49 +0200 Subject: [PATCH 07/10] Make 2D --- docs/images/magnet_cylinder.png | Bin 282702 -> 8724 bytes docs/images/magnet_full.png | Bin 624390 -> 8522 bytes docs/images/magnet_remove_line.png | Bin 423396 -> 8545 bytes docs/images/magnet_sawtooth.png | Bin 360997 -> 8856 bytes docs/images/magnet_sphere.png | Bin 131962 -> 8830 bytes docs/tutorial/geometry.rst | 44 +++++---- examples/geometry.ipynb | 139 +++++++++++++++++++++-------- 7 files changed, 128 insertions(+), 55 deletions(-) diff --git a/docs/images/magnet_cylinder.png b/docs/images/magnet_cylinder.png index b619e5f3d3b867b7d1642744d44432d016e44596..e9b6f7c37f0216d60e187a0be9fcc4348c0f8db5 100644 GIT binary patch literal 8724 zcmc(E2T)U8*X~hXP^ng$6btC9lmHRwU<0H`@4W^j6e$7eDvAXu(nD8z2}lV@M^Jhv 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