Sunday, September 24
MS53
Numerical Simulations of Nonlinear Wave Equations and Applications
2:00 PM-4:30 PM
New Hampshire 2
This session will focus on numerical simulations of nonlinear wave equations that exhibit soliton type solutions.
These equations model important physical phenomena such as optical fiber communication systems and water waves.
The speakers will discuss various numerical methods as well as parallel algorithms in the simulation of these equations.
Organizers: Constance Schober
Old Dominion University, USA
Thiab R. Taha
University of Georgia , USA
- 2:00-2:25 Cancelled
A Parallel Algorithm for Numerical Simulations of Coupled Nonlinear Schrödinger Equation
Thiab R. Taha, Organizer- 2:30-2:55
Spatio-temporal Chaos in the Maxwell Bloch Equations
Dmitry Karpeev, Old Dominion University, USA; and Constance Schober, Organizer- 3:00-3:25 Cancelled
Internal Solitary Waves in Density Stratified Fluids
Brian C. Barr, Radica Sipcic, and Daniel T. Valentine, Clarkson University, USA- 3:30-3:55 Cancelled
Numerical Simulation of Two-dimensional sine-Gordon Solitons
Abdul-Qayyum M. Khaliq and David Voss, Western Illinois University, USA; and Quin Sheng, University of Louisiana, USA- 4:00-4:25 Moved to MS40
Integrable Discretization of the Vector Nonlinear Schrödinger Equation
David Trubatch, University of Colorado, Boulder, USA