{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"# `MinDriver` steps\n",
"\n",
"In this tutorial, we show how we can save individual steps during minimisation as well as how we can analyse them. We are going to minimise a simple system object. For details on how to define a system object, please have a look at other tutorials."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import discretisedfield as df\n",
"import micromagneticmodel as mm\n",
"\n",
"import oommfc as mc\n",
"\n",
"region = df.Region(p1=(-50e-9, -50e-9, 0), p2=(50e-9, 50e-9, 10e-9))\n",
"mesh = df.Mesh(region=region, cell=(5e-9, 5e-9, 5e-9))\n",
"\n",
"system = mm.System(name=\"mindriver_steps\")\n",
"\n",
"system.energy = mm.Zeeman(H=(0, 0, 1e5))\n",
"system.m = df.Field(mesh, nvdim=3, value=(1, 0, 0), norm=1.1e6)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now have a system object and we can minimise it using `MinDriver`. By default, `MinDriver` saves only the data of the last step in the relexation. However, if we want to save all individual steps in between, we have to pass `output_step=True` to the `drive` method."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Running OOMMF (ExeOOMMFRunner)[2025-02-02T14:32:11]... (0.5 s)\n"
]
}
],
"source": [
"md = mc.MinDriver()\n",
"md.drive(system, output_step=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"If we have a look at the table, we can see that multiple steps are saved:"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"tags": [
"nbval-ignore-output"
]
},
"outputs": [
{
"data": {
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"system.table.mpl(y=[\"E\"])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"By fecault, iteration is showed on the $x$-axis. We can change that by passing `x` variable. For example:"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"system.table.mpl(x=\"mx\", y=[\"E\"])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## `micromagneticdata` analysis\n",
"\n",
"Similar to all other drivers, we can use `micromagneticdata` package to analyse the data. We start by creationg the data object:"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"import micromagneticdata as md\n",
"\n",
"data = md.Data(name=system.name)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can have a look at all drives we did so far:"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"tags": [
"nbval-ignore-output"
]
},
"outputs": [
{
"data": {
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],
"text/plain": [
" drive_number date time driver t n \\\n",
"0 0 2023-01-16 17:35:54 MinDriver NaN NaN \n",
"1 1 2023-01-16 17:35:58 TimeDriver 2.000000e-09 200.0 \n",
"2 2 2023-01-16 17:37:00 MinDriver NaN NaN \n",
"3 3 2023-01-16 17:37:04 TimeDriver 2.000000e-09 200.0 \n",
"4 4 2023-01-16 17:37:28 MinDriver NaN NaN \n",
"5 5 2023-01-16 17:38:02 MinDriver NaN NaN \n",
"6 6 2023-01-16 17:38:06 TimeDriver 2.000000e-09 200.0 \n",
"7 7 2023-10-10 16:55:09 MinDriver NaN NaN \n",
"8 8 2023-10-10 16:55:13 TimeDriver 2.000000e-09 200.0 \n",
"9 9 2023-10-18 12:37:23 MinDriver NaN NaN \n",
"10 10 2023-10-18 12:39:38 MinDriver NaN NaN \n",
"11 11 2023-10-18 12:39:56 TimeDriver 2.000000e-09 200.0 \n",
"12 12 2024-07-14 16:10:32 MinDriver NaN NaN \n",
"13 13 2024-07-14 16:10:37 TimeDriver 2.000000e-09 200.0 \n",
"14 14 2025-02-02 14:11:40 MinDriver NaN NaN \n",
"15 15 2025-02-02 14:11:46 TimeDriver 2.000000e-09 200.0 \n",
"16 16 2025-02-02 14:14:09 MinDriver NaN NaN \n",
"17 17 2025-02-02 14:14:14 TimeDriver 2.000000e-09 200.0 \n",
"18 18 2025-02-02 14:32:10 MinDriver NaN NaN \n",
"\n",
" n_threads adapter start_time adapter_version output_step \\\n",
"0 NaN NaN NaN NaN NaN \n",
"1 4.0 NaN NaN NaN NaN \n",
"2 NaN NaN NaN NaN NaN \n",
"3 4.0 NaN NaN NaN NaN \n",
"4 NaN NaN NaN NaN NaN \n",
"5 NaN NaN NaN NaN NaN \n",
"6 4.0 NaN NaN NaN NaN \n",
"7 NaN NaN NaN NaN NaN \n",
"8 4.0 NaN NaN NaN NaN \n",
"9 NaN NaN NaN NaN NaN \n",
"10 NaN NaN NaN NaN NaN \n",
"11 4.0 NaN NaN NaN NaN \n",
"12 NaN oommfc NaN NaN NaN \n",
"13 4.0 oommfc NaN NaN NaN \n",
"14 NaN oommfc 2025-02-02T14:11:40 0.64.1 True \n",
"15 4.0 oommfc 2025-02-02T14:11:46 0.64.1 NaN \n",
"16 NaN oommfc 2025-02-02T14:14:09 0.64.1 True \n",
"17 4.0 oommfc 2025-02-02T14:14:14 0.64.1 NaN \n",
"18 NaN oommfc 2025-02-02T14:32:10 0.65.0 True \n",
"\n",
" end_time elapsed_time success \n",
"0 NaN NaN NaN \n",
"1 NaN NaN NaN \n",
"2 NaN NaN NaN \n",
"3 NaN NaN NaN \n",
"4 NaN NaN NaN \n",
"5 NaN NaN NaN \n",
"6 NaN NaN NaN \n",
"7 NaN NaN NaN \n",
"8 NaN NaN NaN \n",
"9 NaN NaN NaN \n",
"10 NaN NaN NaN \n",
"11 NaN NaN NaN \n",
"12 NaN NaN NaN \n",
"13 NaN NaN NaN \n",
"14 2025-02-02T14:11:41 00:00:01 True \n",
"15 NaN NaN NaN \n",
"16 2025-02-02T14:14:10 00:00:01 True \n",
"17 2025-02-02T14:14:15 00:00:02 True \n",
"18 2025-02-02T14:32:11 00:00:01 True "
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data.info"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"There is only one drive and we can get it by passing `0` (ot `-1`) as an index:"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"drive = data[0]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can now plot the magnetisation at individual iterations, by indexing it again with the step number and do all usual operations allowed by `discretisedfield.Field` object."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"Field\n",
"
\n",
" \n",
"
Mesh\n",
"
\n",
"
Region\n",
"
\n",
"
pmin = [-5e-08, -5e-08, 0.0]
\n",
"
pmax = [5e-08, 5e-08, 1e-08]
\n",
"
dims = ['x', 'y', 'z']
\n",
"
units = ['m', 'm', 'm']
\n",
"
\n",
"
n = [20, 20, 2]
\n",
"
\n",
"
nvdim = 3
\n",
"
vdims:\n",
"
x
\n",
"
y
\n",
"
z
\n",
"
\n",
"
\n",
"
unit = A/m
\n",
"
"
],
"text/plain": [
"Field(Mesh(Region(pmin=[-5e-08, -5e-08, 0.0], pmax=[5e-08, 5e-08, 1e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 20, 2]), nvdim=3, vdims: (x, y, z), unit=A/m)"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"drive[0]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The number of steps in the drive is:"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"14"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"drive.n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let us now create an interactive plot. For details on how to create custom interactive plots, please have a look at other tutorials."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": [
"nbval-ignore-output"
]
},
"outputs": [
{
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