Minor corrections.
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@ -173,20 +173,18 @@ TwoPhotonRecoilEnergy = (2*PlanckConstantReduced*2*pi/Wavelength)^2 /
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TrapDepthsInUnitsOfRecoilEnergy = TrapDepth ./ TwoPhotonRecoilEnergy;
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RabiOscillationFrequency = (1/PlanckConstantReduced) .* (sqrt(TrapDepth.^2/2 + TwoPhotonRecoilEnergy^2));
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PulseDurations = linspace(1E-6, 150E-6, 1000);
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alpha = TwoPhotonRecoilEnergy / PlanckConstantReduced;
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beta = TrapDepth / PlanckConstantReduced;
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C = beta^2 / ((2*beta^2) + (4*alpha^2));
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RabiOscillations = C .* (sin(0.5 .* PulseDurations .* (RabiOscillationFrequency)));
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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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set(gcf,'Position',[100 100 950 750])
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plot(PulseDurations .* 1E6, RabiOscillations, LineWidth=2.0, DisplayName=['\bf Power = ' num2str(Power) ' W / Trap depth = ' num2str(round(TrapDepthsInUnitsOfRecoilEnergy, 1)) ' E_r'])
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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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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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