How can I consider asymptotic behavior of a system of nonlinear partial differential equations?

27 November 2021 1 7K Report

I am trying to find the behaviour of the solutions of coupled nonlinear partial differential equations as the spatial dimension tends to infinity. I was able to find the numerical solution up to a certain limit in the spatial direction. But I need to understand their behaviour at infinities.

Any comments or references are appreciated.

Gosala Narasimha Reddy

Hi Behnam Farid

The following is the system I am considering.

here g,k,l are constants.

I want to understand the behaviour of u(z,t) and v(z,t) when z-> Infinity..

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