Spatial dissipative solitons exhibit a robust form as well as complex dynamic behaviour that make them attractive for applications in the context of all– optical information processing. In this chapter we give an overview of recent experimental and theoretical results on the features of spatial dissipative solitons in a single feedback experiment using a liquid crystal light valve (LCLV) as a model nonlinear medium. In particular, we present techniques for the control of the symmetry and spatial position of localized states in LCLV based experiments. We first discuss the interaction of dissipative solitons with spatially imposed boundary constraints in the feedback loop. This interaction leads to symmetry-breaking phenomena of feedback dissipative solitons. We also present static and dynamic techniques to experimentally control and guide dissipative solitons on modified background by using externally adapted intensity distributions.
|Title of host publication||Localized States in Physics: Solitons and Patterns|
|Editors||Oreste Descalzi, Marc Clerc, Stefania Residori, Gaetano Assanto|
|ISBN (Print)||ISBN-10: 9783642165481|
|Publication status||Published - 2010|
- nonlinear feedback
- dynamic control
Ayoub, M., Gutlich, B., Denz, C., Papoff, F., Oppo, G-L., & Firth, W. (2010). Dynamic control of localized structures in a nonlinear feedback experiment. In O. Descalzi, M. Clerc, S. Residori, & G. Assanto (Eds.), Localized States in Physics: Solitons and Patterns (pp. 213-236). Springer. https://doi.org/10.1007/978-3-642-16549-8_11