Numerical Simulation of Three Dimensional Chaotic System by A Quintic B-Spline Method

Abstract

In this work, a novel approach has been proposed in which quintic B-spline functions have been used to find
numerical solutions of three dimensional chaotic dynam- ical systems. Some dynamical systems depend very
sensitively on the initial conditions and exhibit interesting physical behaviour efficiently and accurately. Computed
results have been illustrated in figures. The suggested method was found to be more suitable compared to
Rumge Kutta fourth order method.