Stochastic circular persistent currents of exciton polaritons

J. Borat; Roman Cherbunin; Evgeny Sedov; Ekaterina Aladinskaia; Alexey Liubomirov; Valentina Litvyak; Mikhail Petrov; Xiaoqing Zhou; Z. Hatzopoulos; Alexey Kavokin; P. G. Savvidis

arXiv · 2210.05299

Stochastic circular persistent currents of exciton polaritons

J. Borat·Roman Cherbunin·Evgeny Sedov·Ekaterina Aladinskaia·Alexey Liubomirov·Valentina Litvyak·Mikhail Petrov·Xiaoqing Zhou·Z. Hatzopoulos·Alexey Kavokin·P. G. Savvidis

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Abstract

We keep track of the orbital degree of freedom of an exciton polariton condensate, confined in an optical trap, and reveal the stochastic switching of persistent annular polariton currents in the pulse-periodic excitation regime.In an elliptic trap, the low-lying in energy polariton current states are inherent in a two-petalled density distribution and swirling phase. In the stochastic regime, the averaged over multiple excitation pulses density distribution gets homogenised in the azimuthal direction, while the weighted phase extracted from interference experiments experiences two compensating each other jumps, when varying around the center of the trap. Breaking the reciprocity of the system with a supplemental control optical pulse makes it possible to switch the system from the stochastic regime to the deterministic regime of an arbitrary polariton circulation.

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J. Borat, Roman Cherbunin, Evgeny Sedov, Ekaterina Aladinskaia, Alexey Liubomirov, Valentina Litvyak, Mikhail Petrov, Xiaoqing Zhou, Z. Hatzopoulos, Alexey Kavokin, P. G. Savvidis. 2022-10-11. Stochastic circular persistent currents of exciton polaritons. https://arxiv.org/abs/2210.05299

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