Weaving effects in metamorphic animation of treelike fractal based on a family of multi-transitional iterated function system code
Darmanto T.a, Suwardi I.S.b, Munir R.b
a Department of Informatics, STMIK AMIK Bandung, Indonesia
b School of Electr.Eng.and Informatics, Bandung Institute of Technology, Indonesia
Abstract
In this paper, the weaving effects in metamorphic animation of tree-like fractals are presented. The metamorphic animation technique is very fascinating, especially when the animation is involving objects in nature that can be represented by fractals. Through the inverse problem process, objects in nature can be encoded into IFS fractals form by means of the collage theorem and affine function as IFS code. Swing direction from left to right or vice versa or weaving effect in metamorphic animation of tree-like fractal can be simulated based on a family of multi-transitional IFS code naturally between the start and target objects by means of IFS randomize algorithm, so can be observed gradually and smoothly. © 2013 IEEE.
Author keywords
Affine function,Animation techniques,Collage theorem,Iterated function system,multi-transitional IFS code,Target object,Weaving effects
Indexed keywords
affine function,collage theorem,Fractal,metamorphic animation,multi-transitional IFS code,tree-like fractal,weaving effect