Spatiotemporal vector solitons in nonlinear optical systems with \chi(3) susceptibility

Ashley, JT; Christian, JM; McDonald, GS; Chamorro-Posada, P

Abstract

A new model is proposed for describing coupled optical waves propagating in a system with linear dispersion (both group-velocity and spatial contributions) \chi(3 nonlinear susceptibility. The modulational instability problem is solved in full, and its
predictions are related to the analysis of new exact analytical vector soliton families.

Citation

Ashley, J., Christian, J., McDonald, G., & Chamorro-Posada, P. Spatiotemporal vector solitons in nonlinear optical systems with \chi(3) susceptibility. Presented at 5th European Optical Society Annual Meeting, Berlin, Germany

• Presentation Conference Type: Other
• Conference Name: 5th European Optical Society Annual Meeting
• Conference Location: Berlin, Germany
• End Date: Sep 19, 2014
• Publication Date: Sep 19, 2014
• Deposit Date: Oct 7, 2014
• Publicly Available Date: Oct 7, 2014
• Publisher: European Optical Society
• Publisher URL: http://www.myeos.org/events/eosam2014
• Additional Information: Event Type : Conference