In simulations of a finite-temperature superfluid, a moving obstacle sheds vortex dipoles either periodically or in a steady train, with frequencies that fit the same Strouhal-Reynolds curve as classical and zero-temperature quantum fluids.
Dynamical behaviour of soliton train in holographic superfluids at zero temperature
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abstract
We construct a soliton train configuration with holographic superfluid model under AdS soliton background. We investigate the stability of a soliton train using Bloch waves under two distinct quantization schemes. Upon imposing a minor perturbation on the soliton train system, it has been observed that there exist two elastic modes and one phonon mode. Most importantly, we find, under soliton train background, that there is a rich phase diagram concerning the chemical potential under standard quantization. Nevertheless, there are no unstable modes under alternative quantization.
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Vortex shedding patterns in holographic superfluids at finite temperature
In simulations of a finite-temperature superfluid, a moving obstacle sheds vortex dipoles either periodically or in a steady train, with frequencies that fit the same Strouhal-Reynolds curve as classical and zero-temperature quantum fluids.