{ "cells": [ { "cell_type": "markdown", "id": "b4eddb2e-3771-4096-9e2b-d20838df0b86", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [] }, "source": [ "## Resolution function demonstration\n", "\n", "Using Ho2Ti2O7 as an example. " ] }, { "cell_type": "code", "execution_count": null, "id": "7a8918f4", "metadata": {}, "outputs": [], "source": [ "!pip install -q git+https://github.com/thallor1/pyMACS.git requests" ] }, { "cell_type": "code", "execution_count": null, "id": "910b0952", "metadata": {}, "outputs": [], "source": [ "import requests\n", "def get_demo_cif(name: str):\n", " result = requests.get(f\"https://bmaranville.github.io/pyMACS/_static/{name}\")\n", " with open(name, 'wb') as output:\n", " output.write(result.content)" ] }, { "cell_type": "code", "execution_count": 1, "id": "c124891d-e194-48b8-b4b1-2c0c0b9c8126", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "1" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#More complex example of pyMACS usage\n", "\n", "from pyMACS.virtualMACS import VirtualMACS\n", "import pyMACS\n", "\n", "get_demo_cif('HTO.cif')\n", "\n", "macs_instr = VirtualMACS('HTO_test',cifName='HTO.cif',useOld=True)\n", "macs_instr.sample.formula_weight=432.7\n", "macs_instr.sample.orient_u = [1,1,0]\n", "macs_instr.sample.orient_v = [0,0,1]\n", "macs_instr.sample.project_sample_realspace()" ] }, { "cell_type": "markdown", "id": "de82f8a1-64c8-46eb-ae9d-778b20675058", "metadata": {}, "source": [ "This function pulls from a tabulated list of pre-calculated ellipsoids. I cannot guarantee the accuracy, if something seems strangely broad it likely means that the covariance matrix was not generated correctly." ] }, { "cell_type": "code", "execution_count": 4, "id": "df544de4-a1f5-4337-a40b-7dad043958d2", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Qx, Qz, for hkl = [-0.87948, 0.0]\n", "Covariance matrix in lab system:\n", "[[ 0.00106006 -0.00058764 0.00430066]\n", " [-0.00058764 0.00163485 -0.00077156]\n", " [ 0.00430066 -0.00077156 0.03246623]]\n", "\n", "Resolution matrix in lab system:\n", "[[2901.93397622 871.43672721 -363.69709695]\n", " [ 871.43672721 880.3024156 -94.51506611]\n", " [-363.69709695 -94.51506611 76.73248463]]\n", "\n", "Transformation into (Qpara, Qperp, E) system:\n", "[[-6.123234e-17 -1.000000e+00 0.000000e+00]\n", " [-1.000000e+00 0.000000e+00 0.000000e+00]\n", " [ 0.000000e+00 0.000000e+00 1.000000e+00]]\n", "\n", "Mean (Q, E) vector in (Qpara, Qperp, Qup, E) system:\n", "[-6.63091133e-17 1.08291000e+00 1.00000000e+00]\n", "\n", "Covariance matrix in (Qpara, Qperp, E) system:\n", "[[ 0.00163485 -0.00058764 0.00077156]\n", " [-0.00058764 0.00106006 -0.00430066]\n", " [ 0.00077156 -0.00430066 0.03246623]]\n", "\n", "Resolution matrix in (Qpara, Qperp, E) system:\n", "[[ 880.3024156 871.43672721 94.51506611]\n", " [ 871.43672721 2901.93397622 363.69709695]\n", " [ 94.51506611 363.69709695 76.73248463]]\n", "\n", "3d resolution ellipsoid diagonal elements fwhm (coherent-elastic scattering) lengths:\n", "[0.07936733 0.04371334 0.26882403]\n", "\n", "3d resolution ellipsoid principal axes fwhm: [0.04337044 0.42525026]\n", "Incoherent-elastic fwhm: 0.4243 meV\n", "\n", "Qx,E sliced ellipse fwhm and slope angle: [0.09981989 0.04146147], 20.3825\n", "Qz,E sliced ellipse fwhm and slope angle: [0.07887751 0.29037485], 6.6187\n", "Qx,Qy sliced ellipse fwhm and slope angle: [0.04337044 0.42525026], 7.2191\n", "\n", "Qx,E projected ellipse fwhm and slope angle: [0.1053531 0.06200404], 31.9691\n", "Qz,E projected ellipse fwhm and slope angle: [0.0946496 0.42442669], 1.4326\n", "Qx,Qy projected ellipse fwhm and slope angle: [0.05168759 0.42806265], 7.6581\n", "[Errno 2] No such file or directory: '/mnt/c/Users/tjh/OneDrive - NIST/GitHub/pyMACS/docs/source/notebooks/Calculated_ellipsoid_pngs/MACS_resfunc_Ef_5.00meV_h_-1.00_k_-1.00_l_0.00_w_0.95.png'\n", "Saving figure failed, ensure that the specfied figure directory exists.\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "macs_Ef = 5.0\n", "h = -1.0\n", "k = -1.0\n", "l = 0.0\n", "E = 1.0 #energy transfer, i.e. Ei=6 meV\n", "M,M_fwhms,Q_hkw = pyMACS.scripting.macs_resfunc(h,k,l,E,macs_Ef,macs_instr,gen_plot=True,verbose=True,calc_mode='load_cov')" ] }, { "cell_type": "code", "execution_count": null, "id": "025b4c19-f609-4feb-a3b6-f1e05b6ed9f2", "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": "3.10.13" } }, "nbformat": 4, "nbformat_minor": 5 }