Minor mods, adjusted parameters.
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@ -8,15 +8,13 @@ OptionsStruct = struct;
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OptionsStruct.NumberOfAtoms = 101250;
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OptionsStruct.DipolarPolarAngle = 0;
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OptionsStruct.DipolarAzimuthAngle = 0;
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OptionsStruct.ScatteringLength = 76.41;
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OptionsStruct.ScatteringLength = 75.00;
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vz = 500;
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AspectRatio = 10;
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OptionsStruct.TrapFrequencies = [vz/AspectRatio, vz/AspectRatio, 500];
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OptionsStruct.TrapFrequencies = [50, 50, 500];
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OptionsStruct.TrapPotentialType = 'Harmonic';
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OptionsStruct.NumberOfGridPoints = [128, 128];
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OptionsStruct.Dimensions = [20, 20];
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OptionsStruct.NumberOfGridPoints = [256, 256];
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OptionsStruct.Dimensions = [35, 35];
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OptionsStruct.TimeStepSize = 0.005; % in s
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OptionsStruct.MinimumTimeStepSize = 1E-5; % in s
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OptionsStruct.TimeCutOff = 2E6; % in s
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@ -30,9 +28,9 @@ OptionsStruct.WidthLowerBound = 0.01;
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OptionsStruct.WidthUpperBound = 12;
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OptionsStruct.WidthCutoff = 5e-3;
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OptionsStruct.PlotLive = false;
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OptionsStruct.PlotLive = true;
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OptionsStruct.JobNumber = 0;
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OptionsStruct.RunOnGPU = true;
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OptionsStruct.RunOnGPU = false;
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OptionsStruct.SaveData = true;
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OptionsStruct.SaveDirectory = './Results/Data_TiltingOfDipoles/HarmonicTrap/Hz500';
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options = Helper.convertstruct2cell(OptionsStruct);
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@ -82,8 +82,8 @@ classdef DipolarGas < handle & matlab.mixin.Copyable
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@(x) assert(isnumeric(x) && isscalar(x) && (x > 0)));
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addParameter(p, 'VariationalEnergyTolerance', 1e-2,...
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@(x) assert(isnumeric(x) && isscalar(x) && (x > 0)));
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addParameter(p, 'JobNumber', 1,...
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@(x) assert(isnumeric(x) && isscalar(x) && (x > 0)));
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addParameter(p, 'JobNumber', 0,...
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@(x) assert(isnumeric(x) && isscalar(x) && (x >= 0)));
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addParameter(p, 'PlotLive', false,...
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@islogical);
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addParameter(p, 'RunOnGPU', false,...
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@ -180,7 +180,7 @@ C = beta^2 / ((2*beta^2) + (4*alpha^2));
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PulseDurations = linspace(1E-6, 150E-6, 1000);
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PopulationInFirstOrders = C .* (sin(0.5 .* PulseDurations .* (RabiOscillationFrequency)));
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figure(6);
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figure(7);
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set(gcf,'Position',[100 100 950 750])
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plot(PulseDurations .* 1E6, PopulationInFirstOrders, LineWidth=2.0, DisplayName=['\bf Power = ' num2str(Power) ' W / Trap depth = ' num2str(round(TrapDepthsInUnitsOfRecoilEnergy, 1)) ' E_r'])
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xlabel('Pulse duration (µs)', FontSize=16)
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@ -188,3 +188,32 @@ ylabel('Fraction of atoms in first order', FontSize=16)
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title('\bf Expected Rabi oscillation', FontSize=16)
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grid on
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legend(FontSize=16)
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%% Scaling of vertical trap frequency with power for fixed lattice spacing
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Wavelength = 532e-9;
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a = 180 * (AtomicUnitOfPolarizability / (2 * SpeedOfLight * VacuumPermittivity));
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LatticeSpacing = 13.89e-6;
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waist_y = 250E-6;
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waist_z = 75E-6;
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thetaindeg = 1.0973;
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Powers = linspace(0.5, 5.0, 100);
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Omega_z = zeros(1, length(Powers));
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for idx = 1:length(thetas)
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theta = 0.5 * thetaindeg .* pi/180;
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Omega_z(idx) = sqrt(((16 * a * Powers(idx)) / (pi * Dy164Mass * waist_y * waist_z)) * ...
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((2 * (cos(theta)/waist_z)^2) + ((Wavelength * sin(theta)/pi)^2 * ...
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((1/waist_y^4) + (1/waist_z^4))) + (pi / LatticeSpacing)^2));
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end
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nu_z = Omega_z ./ (2*pi);
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figure(8);
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set(gcf,'Position',[100 100 950 750])
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plot(Powers, nu_z * 1E-3, LineWidth=2.0)
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% xlim([0.5 21]);
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xlabel('Powers (W)', FontSize=16)
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ylabel('Trap frequency (kHz)', FontSize=16)
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title(['\bf Maximum = ' num2str(round(max(nu_z * 1E-3),2)) ' kHz ; \bf Minimum = ' num2str(round(min(nu_z * 1E-3),2)) ' kHz'], FontSize=16)
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grid on
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