Develop the function myFD2D (N, dt, eps) to solve the differential equationin the domain x= [-1 , 1] and y= [-1 , 1] with N points in the interval. Use as initial condition random values in the range [-1, 1]. Generate the graph of u ^ t to visualize the evolution of the differential equation. Use the border condition

Transcribed Image Text:

ди Ət = EV2u+u - из = ди Ət = EV2u+u - из =

Answer rating: 100% (QA)

The differential equation is given by dudt u eps The domain is x11 and y11 with N points in the inte... View the full answer