{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "ddf5b551", "metadata": {}, "outputs": [], "source": [ "import nexus as nx\n", "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "1ee09a1a", "metadata": {}, "outputs": [], "source": [ "# create ConussObject from kref output file\n", "ang = nx.Var(30e-6, min = 0, max = 100e-6, fit = True, id = \"angle\")\n", "div = nx.Var(15e-6, min = 0, max = 50e-6, fit = True, id = \"divergence\")\n", "\n", "co = nx.ConussObject(file_name = 'default.rof', angle = ang, divergence = div, id = \"my conuss object\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "9cc70cfd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ConussObject:\n", " .id: my conuss object\n", " .file_name: default.rof\n", " .angles: [-1.0e-04 -9.8e-05 -9.6e-05 -9.4e-05 -9.2e-05 -9.0e-05 -8.8e-05 -8.6e-05\n", " -8.4e-05 -8.2e-05 -8.0e-05 -7.8e-05 -7.6e-05 -7.4e-05 -7.2e-05 -7.0e-05\n", " -6.8e-05 -6.6e-05 -6.4e-05 -6.2e-05 -6.0e-05 -5.8e-05 -5.6e-05 -5.4e-05\n", " -5.2e-05 -5.0e-05 -4.8e-05 -4.6e-05 -4.4e-05 -4.2e-05 -4.0e-05 -3.8e-05\n", " -3.6e-05 -3.4e-05 -3.2e-05 -3.0e-05 -2.8e-05 -2.6e-05 -2.4e-05 -2.2e-05\n", " -2.0e-05 -1.8e-05 -1.6e-05 -1.4e-05 -1.2e-05 -1.0e-05 -8.0e-06 -6.0e-06\n", " -4.0e-06 -2.0e-06 0.0e+00 2.0e-06 4.0e-06 6.0e-06 8.0e-06 1.0e-05\n", " 1.2e-05 1.4e-05 1.6e-05 1.8e-05 2.0e-05 2.2e-05 2.4e-05 2.6e-05\n", " 2.8e-05 3.0e-05 3.2e-05 3.4e-05 3.6e-05 3.8e-05 4.0e-05 4.2e-05\n", " 4.4e-05 4.6e-05 4.8e-05 5.0e-05 5.2e-05 5.4e-05 5.6e-05 5.8e-05\n", " 6.0e-05 6.2e-05 6.4e-05 6.6e-05 6.8e-05 7.0e-05 7.2e-05 7.4e-05\n", " 7.6e-05 7.8e-05 8.0e-05 8.2e-05 8.4e-05 8.6e-05 8.8e-05 9.0e-05\n", " 9.2e-05 9.4e-05 9.6e-05 9.8e-05 1.0e-04]\n", " .detuning: [-300. -299.85 -299.7 ... 299.7 299.85 300. ]\n", " .angle: Var.value = 3e-05, .min = 0.0, .max = 0.0001, .fit: True, .id: angle\n", " .divergecne: Var.value = 1.5e-05, .min = 0.0, .max = 5e-05, .fit: True, .id: divergence\n", "\n", "header : b'calculation ID: [**.00.92-**:00:**] -- project: FeBO3 003 reflection <==57Fe{0.20}B{0.20}O{0.60} '\n", "Miller indices of reflection : (0.0, 0.0, 3.0)\n", "surface normal Bragg : (0.0, 0.0, 1.0)\n", "angle btw surface and netplanes : 0.0\n", "conversion : 10.306486718230305\n", "angle btw surface normal and incident x-ray : 1.6587349200228163\n", "angle btw projection of incident x-ray k_in onto the surface and a reference vector : 1.570796326794896\n", "angle btw surface normal and reflected x-ray : 1.4828577335669766\n", "angle btw projection of reflected x-ray onto the surface and a reference vector : 1.570796326794896\n", "Bragg angle : 0.08793859322791986\n", "energy start : -300.0\n", "energy step : 0.15\n", "energy number of points : 4001\n", "angle minimum : -9.999999999999999e-05\n", "thickness step : 2e-06\n", "angle number of points : 101\n", "crystal thickness : 2.4999999999999998e-05\n", "half lifetime : 9.781000000000001e-08\n", "abundance : 0.95\n", "mode : b'Bragg reflection '\n", "\n", " -300.0\n" ] } ], "source": [ "# print the object\n", "print(co)\n", "\n", "# print additional object information\n", "co.ObjectInfo()\n", "\n", "# get single quantity from co.object_info dict\n", "print(\"\\n\", co.object_info[\"energy start\"])" ] }, { "cell_type": "code", "execution_count": 4, "id": "8b46e213", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[-300. -299.85 -299.7 ... 299.7 299.85 300. ]\n", "[-1.0e-04 -9.8e-05 -9.6e-05 -9.4e-05 -9.2e-05 -9.0e-05 -8.8e-05 -8.6e-05\n", " -8.4e-05 -8.2e-05 -8.0e-05 -7.8e-05 -7.6e-05 -7.4e-05 -7.2e-05 -7.0e-05\n", " -6.8e-05 -6.6e-05 -6.4e-05 -6.2e-05 -6.0e-05 -5.8e-05 -5.6e-05 -5.4e-05\n", " -5.2e-05 -5.0e-05 -4.8e-05 -4.6e-05 -4.4e-05 -4.2e-05 -4.0e-05 -3.8e-05\n", " -3.6e-05 -3.4e-05 -3.2e-05 -3.0e-05 -2.8e-05 -2.6e-05 -2.4e-05 -2.2e-05\n", " -2.0e-05 -1.8e-05 -1.6e-05 -1.4e-05 -1.2e-05 -1.0e-05 -8.0e-06 -6.0e-06\n", " -4.0e-06 -2.0e-06 0.0e+00 2.0e-06 4.0e-06 6.0e-06 8.0e-06 1.0e-05\n", " 1.2e-05 1.4e-05 1.6e-05 1.8e-05 2.0e-05 2.2e-05 2.4e-05 2.6e-05\n", " 2.8e-05 3.0e-05 3.2e-05 3.4e-05 3.6e-05 3.8e-05 4.0e-05 4.2e-05\n", " 4.4e-05 4.6e-05 4.8e-05 5.0e-05 5.2e-05 5.4e-05 5.6e-05 5.8e-05\n", " 6.0e-05 6.2e-05 6.4e-05 6.6e-05 6.8e-05 7.0e-05 7.2e-05 7.4e-05\n", " 7.6e-05 7.8e-05 8.0e-05 8.2e-05 8.4e-05 8.6e-05 8.8e-05 9.0e-05\n", " 9.2e-05 9.4e-05 9.6e-05 9.8e-05 1.0e-04]\n" ] } ], "source": [ "print(np.array(co.detuning))\n", "\n", "print(np.array(co.angles))" ] }, { "cell_type": "code", "execution_count": 5, "id": "4f85fb99", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-8.999999999999999e-05\n", "0j\n", "[[[ 0.00000000e+00+0.j -3.89954781e-06-0.0003019j ]\n", " [ 3.89954793e-06+0.0003019j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -3.90729391e-06-0.00030222j]\n", " [ 3.90729408e-06+0.00030222j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -3.91504795e-06-0.00030255j]\n", " [ 3.91504815e-06+0.00030255j 0.00000000e+00+0.j ]]\n", "\n", " ...\n", "\n", " [[ 0.00000000e+00+0.j -4.71370435e-07-0.00030605j]\n", " [ 4.71370625e-07+0.00030605j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -4.61300279e-07-0.00030574j]\n", " [ 4.61300464e-07+0.00030574j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -4.51258672e-07-0.00030542j]\n", " [ 4.51258864e-07+0.00030542j 0.00000000e+00+0.j ]]]\n", "[[[ 0.00000000e+00+0.j -4.24239541e-06-0.00074025j]\n", " [ 4.24239645e-06+0.00074025j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -4.14384502e-06-0.00074362j]\n", " [ 4.14384610e-06+0.00074362j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -4.04299638e-06-0.00074702j]\n", " [ 4.04299746e-06+0.00074702j 0.00000000e+00+0.j ]]\n", "\n", " ...\n", "\n", " [[ 0.00000000e+00+0.j -1.70409244e-05-0.00070642j]\n", " [ 1.70409255e-05+0.00070642j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -1.69409222e-05-0.00070351j]\n", " [ 1.69409232e-05+0.00070351j 0.00000000e+00+0.j ]]\n", "\n", " [[ 0.00000000e+00+0.j -1.68406598e-05-0.00070062j]\n", " [ 1.68406608e-05+0.00070062j 0.00000000e+00+0.j ]]]\n" ] } ], "source": [ "# angle at index 5\n", "print(co.angles[5])\n", " \n", "print(co.ScatteringFactorAtIndex(5))\n", "\n", "print(np.squeeze(co.ObjectMatrixAtIndex(5)))\n", "\n", "# or obtain an interpolated scattering matrix via\n", "new_detuning = np.linspace(-200, 200, 1001)\n", "\n", "print(np.squeeze(co.ObjectMatrixAtIndex(5, detuning=new_detuning)))" ] }, { "cell_type": "code", "execution_count": 6, "id": "b6448496", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.abs(np.array(co.ObjectMatrix())[:,1,0]))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 7, "id": "3b682d5b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-9.599999999999999e-05\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "co.SetPropertiesAtIndex(2)\n", "print(co.angles[2])\n", " \n", "plt.plot(np.abs(np.array(co.ObjectMatrix())[:,1,0]))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 8, "id": "91c6ec1f", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.abs(np.array(co.ObjectMatrixAtIndex(10))[:,1,0]))\n", "plt.plot(np.abs(np.array(co.ObjectMatrixAtIndex(10))[:,0,1]))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 9, "id": "55e10444", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.angle(np.array(co.ObjectMatrixAtIndex(50))[:,1,0]))\n", "plt.plot(np.angle(np.array(co.ObjectMatrixAtIndex(50))[:,0,1]))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 10, "id": "09ec7115", "metadata": {}, "outputs": [], "source": [ "co2 = nx.ConussObject(file_name = 'default_last_only.rof', angle = ang, divergence = div, id = \"my conuss object\")" ] }, { "cell_type": "code", "execution_count": 11, "id": "1c99c7b7", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.array(co.detuning),np.angle(np.array(co.ObjectMatrixAtIndex(100))[:,1,0]))\n", "plt.plot(np.array(co.detuning),np.angle(np.array(co2.ObjectMatrixAtIndex(0))[:,1,0]))\n", "plt.vlines(-7.5, ymin = -3, ymax= 3, color = \"r\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 12, "id": "87b4893e", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.array(co.detuning),np.abs(np.array(co.ObjectMatrixAtIndex(100))[:,1,0]))\n", "plt.plot(np.array(co.detuning),np.abs(np.array(co2.ObjectMatrixAtIndex(0))[:,1,0]))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 13, "id": "57736267", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.array(co.detuning),np.angle(np.array(co.ObjectMatrixAtIndex(100))[:,0,1]))\n", "plt.plot(np.array(co.detuning),np.angle(np.array(co2.ObjectMatrixAtIndex(0))[:,0,1]))\n", "plt.show()" ] } ], "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 }