Natural Dynamic Simulation Method Of Scenery Based On IFS

Non-linear theory can be divided into three parts: Chaos theory, Fractal theory and Soliton theory. The research of non-linear theory is more focus on theoretical analysis, this paper on the basis of Non-linear theory Discussed the Application of fractal natural scenery simulation.Fractal theory describes a non-rule structure of the complex shape system, during the passed 20years, fractal theory succeeded to inter a lot of different researching fields, and let some studies to have a good breakthrough, fractal theory is an active part of the non-linear science study, it's coal in the non-geometrical shapes of the natural scenes and non-linear system, in addition of it's a big affection in the images and data compression.The iteration is playing an important method in manufacturing fractals, it's models is depending on iteration thought, high distributed dynamical system could be defined as below:X0 is initial input, C system parameter.By a combination of the colored space and the IFS theory, getting the proposal of ΦΩΨ-IFS model (ΦΩΨ stands for RGB, CMY, YIQ, HSV or HLS), then use the computer to construct a series of 2-D, 3-D ΦΩΨ-IFS attractors, and discussed the ΦΩΨ-IFS attractors geometrical.variation and color revision. The study shows: by changing ΦΩΨ-IFS parameters, can change the structure and the color of the attractors, leads to ΦΩΨ-IFS attractors more affective in simulating natural scenes.This paper has given a method of dynamic simulation based on the iterated function system(IFS).firstly, introduced the way of producing natural scenes such as trees bye the computer, then by changing the Parameters produce a series of different pictures depending on one IFS attractor, so as we got our goal, using this method we notice the different between the pictures, on the other hand we notice the related continuity of them, that giving a new way for the dynamic simulation of the complex natural scenery in computer moving picture.