{ "cells": [ { "attachments": {}, "cell_type": "markdown", "id": "d46d9a4a", "metadata": {}, "source": [ "# PyOR also called Python On Resonance\n", "## Author: Vineeth Francis Thalakottoor\n", "## Email: vineeth.thalakottoor@ens.psl.eu or vineethfrancis.physics@gmail.com\n", "## Example: Shape Pulse (Mx,My and Mz as function of offset frequency)" ] }, { "cell_type": "code", "execution_count": 1, "id": "943c3b10", "metadata": {}, "outputs": [], "source": [ "# Define the source path\n", "SourcePath = '/media/HD2/Vineeth/PostDoc_Simulations/Github/PyOR_V1/PyOR_Combined/Source_Doc'\n", "\n", "# Add source path\n", "import sys\n", "sys.path.append(SourcePath)\n", "import numpy as np\n", "import time\n", "%matplotlib ipympl\n", "\n", "# Import PyOR package\n", "from PyOR_QuantumSystem import QuantumSystem as QunS\n", "from PyOR_Hamiltonian import Hamiltonian\n", "from PyOR_DensityMatrix import DensityMatrix\n", "from PyOR_QuantumObject import QunObj\n", "from PyOR_HardPulse import HardPulse\n", "from PyOR_Basis import Basis\n", "from PyOR_Evolution import Evolutions\n", "from PyOR_Plotting import Plotting\n", "import PyOR_SignalProcessing as Spro" ] }, { "cell_type": "code", "execution_count": 2, "id": "69cefe4a", "metadata": {}, "outputs": [], "source": [ "# Define the spin system\n", "Spin_list = {\"A\" : \"H1\"}\n", "QS = QunS(Spin_list,PrintDefault=False)\n", "\n", "# initialize the system\n", "QS.Initialize()" ] }, { "cell_type": "code", "execution_count": 3, "id": "bbb94e14", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Rotating frame frequencies: {'A': -2514706800.0}\n", "Offset frequencies: {'A': 10.0}\n", "Initial spin temperatures: {'A': 300.0}\n", "Final spin temperatures: {'A': 300.0}\n", "Radiation damping gain: {'A': 0}\n", "Radiation damping phase: {'A': 0}\n", "\n", "Rprocess = No Relaxation\n", "RelaxParDipole_tau = 0.0\n", "DipolePairs = []\n", "RelaxParDipole_bIS = []\n" ] } ], "source": [ "# Set Parameters\n", "\n", "# Master Equation\n", "QS.PropagationSpace = \"Hilbert\"\n", "QS.MasterEquation = \"Redfield\"\n", "\n", "# B0 Field in Tesla, Static Magnetic field (B0) along Z\n", "QS.B0 = 9.4\n", "\n", "# Offset Frequency in rotating frame (Hz)\n", "QS.OFFSET[\"A\"] = 10.0\n", "\n", "# Define initial and final Spin Temperature\n", "QS.I_spintemp[\"A\"] = 300.0\n", "QS.F_spintemp[\"A\"] = 300.0\n", "\n", "# Relaxation Process\n", "QS.Rprocess = \"No Relaxation\"\n", "\n", "QS.Update()" ] }, { "cell_type": "code", "execution_count": 4, "id": "ca4b337c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Larmor Frequency in MHz: [-400.22802765]\n", "Nutation frequency of hard pulse (Hz): 250.0\n", "Scaling Factor: 0.21369571573119997\n", "Maximum nuB1 (Hz): 1169.887749712614\n", "Period corresponding to maximum nuB1 (s): 0.0008547828629247999\n" ] } ], "source": [ "# generate Larmor Frequencies\n", "QS.print_Larmor = True\n", "Ham = Hamiltonian(QS)\n", "\n", "# Shape file\n", "pulseFile = '/opt/topspin4.1.4/exp/stan/nmr/lists/wave/Rsnob.1000' # Rsnob.1000 or square.1000 or Gaus1.1000\n", "pulseLength = 1000.0e-6 \n", "RotatioAngle = 90.0\n", "t, amp, phase = Ham.ShapedPulse_Bruker(pulseFile,pulseLength,RotatioAngle)" ] }, { "cell_type": "code", "execution_count": 5, "id": "193dc091", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/media/HD2/Vineeth/PostDoc_Simulations/Github/PyOR_V1/PyOR_Combined/Source_Doc/PyOR_Plotting.py:304: UserWarning: No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n", " ax1.legend(fontsize=self.PlotFontSize, frameon=False)\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "75dd5460670543798a77b01ec374c9b2", "version_major": 2, "version_minor": 0 }, "image/png": 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot = Plotting(QS)\n", "plot.PlotFigureSize = (10,5)\n", "plot.PlotFontSize = 20\n", "plot.PlottingTwin(1,t,amp, phase,\"pulse length\",\"Amp\",\"Phase\",\"blue\",\"red\")" ] }, { "cell_type": "code", "execution_count": 6, "id": "3efcf24d", "metadata": {}, "outputs": [], "source": [ "# Interpolartion\n", "Kind = \"previous\"\n", "Iamp, Iphase = Ham.ShapedPulse_Interpolate(t,amp,phase,Kind)" ] }, { "cell_type": "code", "execution_count": 7, "id": "72ee122a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Larmor Frequency in MHz: [-400.22802765]\n" ] } ], "source": [ "# Shape Pulse Parameters\n", "\n", "EVol = Evolutions(QS,Ham)\n", "\n", "\n", "EVol.ShapeFunc = \"Bruker\"\n", "EVol.ShapeParOmega = Iamp\n", "EVol.ShapeParPhase = Iphase\n", "EVol.ShapeParFreq = 0.0" ] }, { "cell_type": "code", "execution_count": 8, "id": "1be96215", "metadata": {}, "outputs": [], "source": [ "DM = DensityMatrix(QS,Ham)\n", "\n", "Thermal_DensMatrix = False\n", "\n", "if Thermal_DensMatrix: \n", " # High Temperature\n", " HT_approx = False\n", " \n", " # Initial Density Matrix\n", " rho_in = DM.EquilibriumDensityMatrix(QS.Ispintemp,HT_approx)\n", " \n", " # Equlibrium Density Matrix\n", " rhoeq = DM.EquilibriumDensityMatrix(QS.Fspintemp,HT_approx)\n", "else:\n", " rho_in = QS.Az \n", " rhoeq = QS.Az" ] }, { "cell_type": "code", "execution_count": 9, "id": "5b6e9f52", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Larmor Frequency in MHz: [-400.22801765]\n", "Total time = 11.356765508651733 seconds \n", "Larmor Frequency in MHz: [-400.22811765]\n", "Total time = 11.44345474243164 seconds \n", "Larmor Frequency in MHz: [-400.22821765]\n", "Total time = 11.390703678131104 seconds \n", "Larmor Frequency in MHz: [-400.22831765]\n", "Total time = 11.012929201126099 seconds \n", "Larmor Frequency in MHz: [-400.22841765]\n", "Total time = 11.14991807937622 seconds \n", "Larmor Frequency in MHz: [-400.22851765]\n", "Total time = 10.309876918792725 seconds \n", "Larmor Frequency in MHz: [-400.22861765]\n", "Total time = 10.010565519332886 seconds \n", "Larmor Frequency in MHz: [-400.22871765]\n", "Total time = 10.052127122879028 seconds \n", "Larmor Frequency in MHz: [-400.22881765]\n", "Total time = 10.252934217453003 seconds \n", "Larmor Frequency in MHz: [-400.22891765]\n", "Total time = 10.783981800079346 seconds \n", "Larmor Frequency in MHz: [-400.22901765]\n", "Total time = 10.649605989456177 seconds \n", "Larmor Frequency in MHz: [-400.22911765]\n", "Total time = 10.687446594238281 seconds \n", "Larmor Frequency in MHz: [-400.22921765]\n", "Total time = 10.366693019866943 seconds \n", "Larmor Frequency in MHz: [-400.22931765]\n", "Total time = 10.83225965499878 seconds \n", "Larmor Frequency in MHz: [-400.22941765]\n", "Total time = 10.528071403503418 seconds \n", "Larmor Frequency in MHz: [-400.22951765]\n", "Total time = 10.146029949188232 seconds \n", "Larmor Frequency in MHz: [-400.22961765]\n", "Total time = 10.454198598861694 seconds \n", "Larmor Frequency in MHz: [-400.22971765]\n", "Total time = 10.256021499633789 seconds \n", "Larmor Frequency in MHz: [-400.22981765]\n", "Total time = 10.478468656539917 seconds \n", "Larmor Frequency in MHz: [-400.22991765]\n", "Total time = 11.34423542022705 seconds \n", "Larmor Frequency in MHz: [-400.23001765]\n", "Total time = 11.223270416259766 seconds \n", "Larmor Frequency in MHz: [-400.23011765]\n", "Total time = 10.904202461242676 seconds \n", "Larmor Frequency in MHz: [-400.23021765]\n", "Total time = 11.07768201828003 seconds \n", "Larmor Frequency in MHz: [-400.23031765]\n", "Total time = 10.95982050895691 seconds \n", "Larmor Frequency in MHz: [-400.23041765]\n", "Total time = 11.01243782043457 seconds \n", "Larmor Frequency in MHz: [-400.23051765]\n", "Total time = 10.549301147460938 seconds \n", "Larmor Frequency in MHz: [-400.23061765]\n", "Total time = 10.464799642562866 seconds \n", "Larmor Frequency in MHz: [-400.23071765]\n", "Total time = 10.500324726104736 seconds \n", "Larmor Frequency in MHz: [-400.23081765]\n", "Total time = 10.674558162689209 seconds \n", "Larmor Frequency in MHz: [-400.23091765]\n", "Total time = 10.546167850494385 seconds \n" ] } ], "source": [ "# Acquisition parameters\n", "\n", "EVol.AcqAQ = pulseLength\n", "Npoints = 1000\n", "EVol.AcqDT = EVol.AcqAQ/Npoints \n", "EVol.PropagationMethod = \"ODE Solver ShapedPulse\"\n", "\n", "# Frequency Offset\n", "Foffset = np.arange(0,3000,100)\n", "MXprofile = np.zeros(len(Foffset)) \n", "MYprofile = np.zeros(len(Foffset)) \n", "MZprofile = np.zeros(len(Foffset)) \n", "\n", "j = 0\n", "for i in Foffset:\n", " # Offset Frequency in rotating frame (Hz)\n", " Ham.Offset[0] = i\n", "\n", " # generate Larmor Frequencies\n", " LarmorF = Ham.LarmorFrequency()\n", "\n", " # Rotating Frame Hamiltonian\n", " Hz = Ham.Zeeman_RotFrame()\n", "\n", " start_time = time.time()\n", " t, rho_t = EVol.Evolution(rhoQ=rho_in,rhoeqQ=rhoeq,HamiltonianQ=Hz)\n", " t, Mx1 = EVol.Expectation(rho_t,QS.Ax)\n", " t, My1 = EVol.Expectation(rho_t,QS.Ay)\n", " t, Mz1 = EVol.Expectation(rho_t,QS.Az)\n", " MXprofile[j] = Mx1[-1].real\n", " MYprofile[j] = My1[-1].real\n", " MZprofile[j] = Mz1[-1].real\n", " j = j + 1\n", " end_time = time.time()\n", " timetaken = end_time - start_time\n", " print(\"Total time = %s seconds \" % (timetaken)) " ] }, { "cell_type": "code", "execution_count": 10, "id": "dcb44396", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "00aed81518c540fe9f031a90b0926410", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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