Neural quantum states simulate dissipative many-body emission dynamics for approximately 40 atoms in dense 1D and 2D arrays, revealing prominent subradiant behavior at late times.
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In the Tavis-Cummings model, collective dynamics are linear at vanishing excitation density and nonlinear at finite density, with mean-field accurate for large N while cluster expansion captures finite-N effects.
Ordered subwavelength 2D atomic arrays exhibit many-body super- and subradiance, spatial correlations, superradiant scaling and revivals, and ferromagnetic/antiferromagnetic character in collective decay.
citing papers explorer
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Neural network modeling of many-body super- and sub-radiant dynamics
Neural quantum states simulate dissipative many-body emission dynamics for approximately 40 atoms in dense 1D and 2D arrays, revealing prominent subradiant behavior at late times.
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Excitation density controlled regimes of collective light--matter dynamics
In the Tavis-Cummings model, collective dynamics are linear at vanishing excitation density and nonlinear at finite density, with mean-field accurate for large N while cluster expansion captures finite-N effects.
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Many-Body Super- and Subradiance in Ordered Atomic Arrays
Ordered subwavelength 2D atomic arrays exhibit many-body super- and subradiance, spatial correlations, superradiant scaling and revivals, and ferromagnetic/antiferromagnetic character in collective decay.