Computer Simulation of Chaos System under Maple Environment

The strange attractor, with its characteristic special shape, has become a much-published symbol of chaos. It can be found by simply integrating almost any initial point. However, it is much more difficult to understand how the strange attractor organizes the dynamics. The development of the tools of dynamical systems has benefited much from the visualization of chaotic attractors and other fractal objects. Computer simulations are useful not only to illustrate known properties of chaotic systems, but also to gain new mathematical insight. This paper has been introduced to make use of the mathematics software--Maple. The computer simulation of chaos property in nonlinear system under maple environment is given.