{ "cells": [ { "cell_type": "markdown", "id": "e540f549-7dc8-4105-a862-aa7df05d2c2e", "metadata": {}, "source": [ "# Hyperfine distribution" ] }, { "cell_type": "code", "execution_count": 1, "id": "91d979ca", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:55: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:55: SyntaxWarning: invalid escape sequence '\\G'\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\219095308.py:55: SyntaxWarning: invalid escape sequence '\\G'\n", " plt.ylabel('Intensity ($\\Gamma$/ns)')\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# import packages\n", "import nexus as nx\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "\n", "mat_Fe = nx.Material.Template(nx.lib.material.Fe)\n", "\n", "layer_Fe = nx.Layer(id = \"Fe\",\n", " material = mat_Fe,\n", " thickness = 3000, # in nanometer\n", " roughness = 100, # in nanometer\n", " )\n", "\n", "site = nx.Hyperfine(magnetic_field = 33,\n", " magnetic_theta = 0\n", " )\n", "\n", "mat_Fe.hyperfine_sites = [site]\n", "\n", "sample = nx.Sample(layers = [layer_Fe])\n", "\n", "beam = nx.Beam()\n", "beam.LinearSigma()\n", "\n", "exp = nx.Experiment(beam = beam,\n", " objects = [sample],\n", " isotope = nx.moessbauer.Fe57\n", " )\n", "\n", "time_spectrum = nx.TimeSpectrum(experiment = exp,\n", " time_length = 200,\n", " time_step = 0.2\n", " )\n", "\n", "time_axis, intensity = time_spectrum.Calculate()\n", "\n", "plt.semilogy(time_axis, intensity, label = 'no dist')\n", "\n", "# define a distribution from the library\n", "# we have to define the number of points and the full width half maxmim for a Gaussian distribution\n", "gauss_dist = nx.lib.distribution.Gaussian(points = 31,\n", " fwhm = 1 # this can also be a fittable Var\n", " )\n", "\n", "# apply the distribution to the hyperfine parameter\n", "site.SetMagneticFieldDistribution(gauss_dist)\n", "\n", "time_axis, intensity = time_spectrum.Calculate()\n", "\n", "# plot the results\n", "plt.semilogy(time_axis, intensity, label = 'with dist')\n", "\n", "plt.xlabel('time (ns)')\n", "plt.ylabel('Intensity ($\\Gamma$/ns)')\n", "\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 2, "id": "d2068bc4", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:8: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:8: SyntaxWarning: invalid escape sequence '\\G'\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\1008142218.py:8: SyntaxWarning: invalid escape sequence '\\G'\n", " plt.ylabel('Intensity ($\\Gamma$/ns)')\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# create a random distribution in the magnetic field angles\n", "\n", "site.SetRandomDistribution(\"mag\", \"2Dsp\", 101)\n", "\n", "plt.semilogy(*time_spectrum.Calculate(), label = 'with dist and 2D')\n", "\n", "plt.xlabel('time (ns)')\n", "plt.ylabel('Intensity ($\\Gamma$/ns)')\n", "\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 3, "id": "8974595b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "FWHM = 1.5\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# define an asymmetric Gaussian distribution from the lib.distribution.\n", "asym_gauss_dist = nx.lib.distribution.AsymmetricGaussian(points = 101,\n", " hwhm_low = nx.Var(value = 0.5, min = 0, max = 2, fit = True),\n", " hwhm_high = nx.Var(value = 1, min = 0, max = 2, fit = True)\n", " )\n", "\n", "# Call of the distribution function.\n", "# The .delta and .weight attributes of asym_gauss_dist are set by the call.\n", "asym_gauss_dist.DistributionFunction()\n", "\n", "# get the full width half maximum from the set sigma value\n", "print(\"FWHM = {}\".format(asym_gauss_dist.GetFWHM()))\n", "\n", "plt.plot(asym_gauss_dist.delta, asym_gauss_dist.weight)\n", "plt.xlabel('delta value')\n", "plt.ylabel('weight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 4, "id": "b6be23d9", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# define a hyperfine site\n", "site = nx.Hyperfine(magnetic_field = 10)\n", "\n", "# define target parameter\n", "site.SetMagneticFieldDistribution(asym_gauss_dist)\n", "\n", "# calc the actual distribution values\n", "real_distribution_values = np.array(asym_gauss_dist.delta) + site.magnetic_field.value\n", "\n", "plt.plot(real_distribution_values, asym_gauss_dist.weight)\n", "plt.xlabel('delta value')\n", "plt.ylabel('weight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 5, "id": "c3720b69", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "magnetic_distribution_values, weight = site.GetMagneticFieldDistribution()\n", "\n", "plt.plot(magnetic_distribution_values, weight)\n", "plt.xlabel('delta value')\n", "plt.ylabel('weight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 6, "id": "5a8c948e", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "site = nx.Hyperfine(quadrupole = 0.2)\n", "\n", "# define a asymmetric Gaussian distribution object from nexus.lib.distribution.\n", "dist = nx.lib.distribution.PosGaussian(points = 101,\n", " fwhm = nx.Var(0.5, min = 0, max = 2, fit = True),\n", " target_var = site.quadrupole\n", " )\n", "\n", "site.SetQuadrupoleDistribution(dist)\n", "\n", "values, weight = site.GetQuadrupoleDistribution()\n", "\n", "plt.plot(values, weight)\n", "plt.xlabel('delta value')\n", "plt.ylabel('weight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 7, "id": "5904dd02", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:43: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:56: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:43: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:56: SyntaxWarning: invalid escape sequence '\\G'\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\3538968695.py:43: SyntaxWarning: invalid escape sequence '\\G'\n", " axs[0,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\3538968695.py:56: SyntaxWarning: invalid escape sequence '\\G'\n", " axs[1,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\3538968695.py:64: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", " fig.show()\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mat_Fe = nx.Material.Template(nx.lib.material.Fe)\n", "\n", "layer_Fe = nx.Layer(id = \"Fe\",\n", " material = mat_Fe,\n", " thickness = 3000, # in nanometer\n", " roughness = 100, # in nanometer\n", " )\n", "\n", "site = nx.Hyperfine(quadrupole = 1.0,\n", " #quadrupole_asymmetry = 0.4\n", " )\n", "\n", "mat_Fe.hyperfine_sites = [site]\n", "\n", "sample = nx.Sample(layers = [layer_Fe])\n", "\n", "beam = nx.Beam()\n", "beam.LinearSigma()\n", "\n", "exp = nx.Experiment(beam = beam,\n", " objects = [sample],\n", " isotope = nx.moessbauer.Fe57\n", " )\n", "\n", "time_spectrum = nx.TimeSpectrum(experiment = exp,\n", " time_length = 200,\n", " time_step = 0.2,\n", " max_detuning = 0)\n", "\n", "fig, axs = plt.subplots(2,2, sharex=True, sharey=True)\n", "fig.suptitle('Random distributions efg')\n", "\n", "site.isotropic = True\n", "\n", "axs[0,0].semilogy(*time_spectrum.Calculate(), label = 'isotropic', color = 'orange')\n", "\n", "site.isotropic = False\n", "\n", "site.SetRandomDistribution(\"efg\", \"3D\")\n", "\n", "axs[0,0].semilogy(*time_spectrum.Calculate(), label = '3D', linestyle='dashed')\n", "axs[0,0].legend()\n", "axs[0,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "axs[0,0].set_ylim([1e-5, 4e-3])\n", "\n", "site.SetRandomDistribution(\"efg\", \"2Dsp\")\n", "\n", "axs[0,1].semilogy(*time_spectrum.Calculate(), label = '2Dsp')\n", "axs[0,1].legend()\n", "\n", "site.SetRandomDistribution(\"efg\", \"2Dsk\")\n", "\n", "axs[1,0].semilogy(*time_spectrum.Calculate(), label = '2Dsk')\n", "axs[1,0].legend()\n", "axs[1,0].set_xlabel('time (ns)')\n", "axs[1,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "\n", "site.SetRandomDistribution(\"efg\", \"2Dpk\")\n", "\n", "axs[1,1].semilogy(*time_spectrum.Calculate(), label = '2Dpk')\n", "axs[1,1].legend()\n", "axs[1,1].set_xlabel('time (ns)')\n", "\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 8, "id": "644bae1b", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:39: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:51: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:39: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:51: SyntaxWarning: invalid escape sequence '\\G'\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\2022885290.py:39: SyntaxWarning: invalid escape sequence '\\G'\n", " axs[0,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\2022885290.py:51: SyntaxWarning: invalid escape sequence '\\G'\n", " axs[1,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_24436\\2022885290.py:59: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", " fig.show()\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mat_Fe = nx.Material.Template(nx.lib.material.Fe)\n", "\n", "layer_Fe = nx.Layer(id = \"Fe\",\n", " material = mat_Fe,\n", " thickness = 3000, # in nanometer\n", " roughness = 100, # in nanometer\n", " )\n", "\n", "site = nx.Hyperfine(magnetic_field = 33)\n", "\n", "mat_Fe.hyperfine_sites = [site]\n", "\n", "sample = nx.Sample(layers = [layer_Fe])\n", "\n", "beam = nx.Beam()\n", "beam.LinearSigma()\n", "\n", "exp = nx.Experiment(beam = beam,\n", " objects = [sample],\n", " isotope = nx.moessbauer.Fe57)\n", "\n", "time_spectrum = nx.TimeSpectrum(experiment = exp,\n", " time_length = 200,\n", " time_step = 0.2,\n", " max_detuning = 0)\n", "\n", "fig, axs = plt.subplots(2,2)\n", "fig.suptitle('Random distributions mag')\n", "\n", "site.isotropic = True\n", "\n", "axs[0,0].semilogy(*time_spectrum.Calculate(), label = 'isotropic', color = 'orange')\n", "\n", "site.isotropic = False\n", "site.SetRandomDistribution(\"mag\", \"3D\")\n", "\n", "axs[0,0].semilogy(*time_spectrum.Calculate(), label = '3D', linestyle='dashed')\n", "axs[0,0].legend()\n", "axs[0,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "\n", "site.SetRandomDistribution(\"mag\", \"2Dsp\")\n", "\n", "axs[0,1].semilogy(*time_spectrum.Calculate(), label = '2Dsp')\n", "axs[0,1].legend()\n", "\n", "site.SetRandomDistribution(\"mag\", \"2Dsk\")\n", "\n", "axs[1,0].semilogy(*time_spectrum.Calculate(), label = '2Dsk')\n", "axs[1,0].legend()\n", "axs[1,0].set_xlabel('time (ns)')\n", "axs[1,0].set_ylabel('Intensity ($\\Gamma$/ns)')\n", "\n", "site.SetRandomDistribution(\"mag\", \"2Dpk\")\n", "\n", "axs[1,1].semilogy(*time_spectrum.Calculate(), label = '2Dpk')\n", "axs[1,1].legend()\n", "axs[1,1].set_xlabel('time (ns)')\n", "\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 9, "id": "98b5dfb1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Hyperfine .id: \n", " .weight = 1.0\n", " .isomer_shift = 0.0 \t dist points: 1\n", " .magnetic_field = 30.0 \t dist points: 6\n", " .magnetic_theta = 90.0 \t dist points: 1\n", " .magnetic_phi = 30.0 \t dist points: 1\n", " .quadrupole = 0.0 \t dist points: 1\n", " .quadrupole_alpha = 0.0 \t dist points: 1\n", " .quadrupole_beta = 0.0 \t dist points: 1\n", " .quadrupole_gamma = 0.0 \t dist points: 1\n", " .quadrupole_asymmetry = 0.0 \t dist points: 1\n", " .lamb_moessbauer = 0.0\n", " .texture = 1.0\n", " .isotropic = False \t 3D distribution of site in mag and efg.\n", " random magnetic distribution: none\t dist points: 1\n", " random magnetic method: model\n", " random quadrupole distribution: none\t dist points: 1\n", " random quadrupole method: model\n", " total number of distribution points: 6\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.030303030303030307\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 25.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.08484848484848487\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 27.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.1393939393939394\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 29.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.19393939393939397\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 31.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.24848484848484848\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 33.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.30303030303030304\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 35.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n" ] } ], "source": [ "delta = np.linspace(-5, 5, 6) # absolute differences to the target value\n", "weight = np.linspace(0.1, 1, 6) # some weight values\n", "\n", "array_dist = nx.lib.distribution.Array(delta, weight)\n", "\n", "site = nx.Hyperfine(magnetic_field = 30, # distribution will range from 25 to 35\n", " magnetic_theta = 90,\n", " magnetic_phi = 30\n", " )\n", "\n", "site.SetMagneticFieldDistribution(array_dist)\n", "\n", "# Print all combinations applied to the site\n", "print(site)\n", "\n", "# print each parameter combination due to distributions stored in site.BareHyperfines\n", "for elem in site.BareHyperfines:\n", " print(elem)" ] }, { "cell_type": "code", "execution_count": 10, "id": "23f9067b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Hyperfine .id: \n", " .weight = 1.0\n", " .isomer_shift = 0.0 \t dist points: 1\n", " .magnetic_field = 0.0 \t dist points: 6\n", " .magnetic_theta = 90.0 \t dist points: 1\n", " .magnetic_phi = 30.0 \t dist points: 1\n", " .quadrupole = 0.0 \t dist points: 1\n", " .quadrupole_alpha = 0.0 \t dist points: 1\n", " .quadrupole_beta = 0.0 \t dist points: 1\n", " .quadrupole_gamma = 0.0 \t dist points: 1\n", " .quadrupole_asymmetry = 0.0 \t dist points: 1\n", " .lamb_moessbauer = 0.0\n", " .texture = 1.0\n", " .isotropic = False \t 3D distribution of site in mag and efg.\n", " random magnetic distribution: none\t dist points: 1\n", " random magnetic method: model\n", " random quadrupole distribution: none\t dist points: 1\n", " random quadrupole method: model\n", " total number of distribution points: 6\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.0004925623091321052\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 1.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.022776081174268544\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 6.8\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.07819919219781303\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 12.6\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.16676189537976552\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 18.4\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.28846419072012613\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 24.2\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.44330607821889473\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 30.0\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n" ] } ], "source": [ "values = np.linspace(1, 30, 6) # absolute values\n", "weight = np.square(values) # some dependence on values\n", "\n", "array_dist = nx.lib.distribution.Array(values, weight)\n", "\n", "array_dist.DistributionFunction()\n", "\n", "site = nx.Hyperfine(magnetic_field = 0, # zero because absolute values are assumed\n", " magnetic_theta = 90,\n", " magnetic_phi = 30)\n", "\n", "site.SetMagneticFieldDistribution(array_dist)\n", "\n", "print(site)\n", "\n", "for elem in site.BareHyperfines:\n", " print(elem)" ] }, { "cell_type": "code", "execution_count": 11, "id": "bda66070", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "BareHyperfine Parameters: \n", " .weight = 0.15\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 31.2\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.25\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 32.2\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.4\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 33.2\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.15\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 34.2\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n", "BareHyperfine Parameters: \n", " .weight = 0.05\n", " .isomer_shift (mm/s) = 0.0\n", " .magnetic_field (T) = 35.2\n", " .magnetic_theta (rad) = 1.5707963267948966\n", " .magnetic_phi (rad) = 0.5235987755982988\n", " .quadrupole (mm/s) = 0.0\n", " .quadrupole_alpha (rad) = 0.0\n", " .quadrupole_beta (rad) = 0.0\n", " .quadrupole_gamma (rad) = 0.0\n", " .quadrupole_asymmetry = 0.0\n", " .texture = 1.0\n", " .lamb_moessbauer = 0.0\n", " .isotropic = False\n", "\n" ] } ], "source": [ "# load a Distribution from a file\n", "file_dist = nx.lib.distribution.File(\"distribution.txt\")\n", "\n", "site = nx.Hyperfine(magnetic_field = 0, # zero because absolute field values are given\n", " magnetic_theta = 90,\n", " magnetic_phi = 30\n", " )\n", "\n", "site.SetMagneticFieldDistribution(file_dist)\n", "\n", "for elem in site.BareHyperfines:\n", " print(elem)" ] } ], "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": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 5 }