Efficiency and stability analysis on nonlinear differential dynamical systems.

The principle goal of the paper is to present proficient limited contrast finite difference schemes to execute on the nonlinear coupled partial differential system which emulate the overseeing differential framework. In this paper, more consideration is given to the exactness and security of the proposed numerical schemes by review consistency and union of the arrangement which can be seen from figures and information tables. For the nonlinear differential system, mesh independent results are expensive which are accommodated by the generation of block tridiagonal matrix structures (inherent properties of schemes) which are measured in terms of L 2 & L ∞ norms which lead to a superb concurrence with the investigative arrangement. [ABSTRACT FROM AUTHOR]