On the Stochastic Burgers Equation with Moving Boundary
This paper studies the stochastic Burgers equation with moving boundaries. The solution is obtained numerically by employing differentiation matrices which are derived from spectral collocation. The stochastic term is considered only to be timedependent. It is argued that the solely time-dependent stochastic term does not create considerable amount of perturbation in the wave profile between the boundaries. This is verified by presenting contour plots from appropriate viewpoints.
Suarez, Pablo, and Abhinandan Chowdhury. “One the Stochastic Burgers Equation with Moving Boundary.” Romanian Journal of Physics 59.5-6 (2014): 466-475.