Latest script.
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@ -68,7 +68,8 @@ xlabel('$k_{\rho}a_{dd}$','fontsize',16,'interpreter','latex')
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ylabel('$\epsilon(k_{\rho})/h$ (Hz)','fontsize',16,'interpreter','latex')
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grid on
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%% Bogoliubov excitation spectrum for quasi-2D dipolar gas with QF correction
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%% For different interaction strengths
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AtomNumber = 1E5; % Total atom number in the system
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wz = 2 * pi * 72.4; % Trap frequency in the tight confinement direction
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lz = sqrt(PlanckConstantReduced/(Dy164Mass * wz)); % Defining a harmonic oscillator length
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@ -123,7 +124,8 @@ ylabel('$\epsilon(k_{\rho})/h$ (Hz)','fontsize',16,'interpreter','latex')
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grid on
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legend('location', 'northwest','fontsize',16, 'Interpreter','latex')
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%% Bogoliubov excitation spectrum for quasi-2D dipolar gas with QF correction
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%% For 3 points on the roton instability boundary
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wz = 2 * pi * 72.4; % Trap frequency in the tight confinement direction
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lz = sqrt(PlanckConstantReduced/(Dy164Mass * wz)); % Defining a harmonic oscillator length
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alpha = 0; % Polar angle of dipole moment
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@ -175,6 +177,9 @@ ylabel('$\epsilon(k_{\rho})/h$ (Hz)','fontsize',16,'interpreter','latex')
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grid on
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legend('location', 'northwest','fontsize',16, 'Interpreter','latex')
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%% Mean widths of the variational Gaussian ansatz - extremize the total mean field energy per particle wrt to the variational parameter
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%%
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function [Go,gamma4,Fka,Ukk] = computePotentialInMomentumSpace(k, gs, gdd, MeanWidth, alpha, phi)
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Go = sqrt(pi) * (k * MeanWidth/sqrt(2)) .* exp((k * MeanWidth/sqrt(2)).^2) .* erfc((k * MeanWidth/sqrt(2)));
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