Deterministic and stochastic coarsening control in optically-addressed spatial light modulators subject to optical feedback
arXiv:2302.13636 · doi:10.1103/PhysRevB.108.024307
Abstract
Phase separation accompanied by further domain growth and coarsening is a phenomenon common to a broad variety of dynamical systems. In this connection, controlling such processes represents a relevant interdisciplinary problem. Using methods of numerical modelling, we demonstrate two approaches for the coarsening control in bistable systems based on the example of a spatially-extended model describing an optically-addressed spatial light modulator with two color illumination subject to optical feedback. The first method implies varying system parameters such that the system evolves as the pitchfork or saddle-node normal forms. The second method leverages noise whose intensity is used as an additional system parameter. Both, deterministic and stochastic schemes allow to control the direction and speed of the fronts separating spatial domains. The considered stochastic control represents a particular case of the noise-sustained front propagation in bistable systems and involves the properties of the optical system under study. In contrast, the proposed deterministic control technique can be applied to bistable systems of different nature.
arXiv comment9 pages, 7 figures
References in corpus (11)
- Theory of Phase Ordering Kinetics
- Stochastic population dynamics in spatially extended predator-prey systems
- Intrinsic noise-induced phase transitions: beyond the noise interpretation
- Topics in coarsening phenomena
- Arrest of Domain Coarsening via Antiperiodic Regimes in Delay Systems
- Dissipative solitons for bistable delayed-feedback systems
- Evidence of a critical phase transition in a purely temporal dynamics with long-delayed feedback
- Topology Controlled Potts Coarsening
- Two-color optically-addressed spatial light modulator as generic spatio-temporal systems
- Ising model with memory: coarsening and persistence properties
- Coarsening Dynamics of Granular Heaplets in Tapped Granular Layers