Kibble-Zurek Dynamics of a Driven Dissipative System: Universality Beyond the Markovian Regime
This event is part of the Preliminary Oral Exam.
Examining Committee: Anushya Chandran, Anatoli Polkovnikov, Wanzheng Hu, and Liam Fitzpatrick
Abstract:
Driven-disipative phase transitions in open systems provide a rich avenue for the study of many-body non-equilibrium phenomena. These systems exhibit unique properties depending on the detailed nature of their system-bath interactions, which may nontrivially alter their critical dynamics, and which are amenable to study by slow ramps across the critical point. In this talk, I will discuss Kibble-Zurek dynamics in a paradigmatic two-mode driven-dissipative system of a pair of non-degenerate parametrically coupled, optomechanical oscillators. I will detail the key theoretical aspects of the model and it's predictions on universality, which have been confirmed in experiments by our collaborators in the Vengalattore group at Cornell University.
Physics (Internal)