文章基本信息

标题：Computer Assisted Solution of Homotopy Continuation Method Algorithm for Darcy-Brinkman Forchheimer Flow through an 3D Animation Visualization
本地全文：下载
作者：Ashoka S. B.
期刊名称：International Journal of Computer Science and Information Technologies
电子版ISSN：0975-9646
出版年度：2015
卷号：6
期号：6
页码：5527-5530
出版社：TechScience Publications
摘要：An algorithm is a systematic method containing asequence of instructions to solve a computational problem. Ittakes some inputs, performs a well defined sequence of steps,and produces some output. Once we design an algorithm, weneed to know how well it performs on any input. A majorcriterion for a good algorithm is its efficiency that is, howmuch time and memory are required to solve a particularproblem. Intuitively, time and memory can be measured inreal units such as seconds and megabytes. However, thesemeasurements are not subjective for comparisons betweenalgorithms, because they depend on the computing power ofthe specific machine and on the specific data set. Tostandardize the measurement of algorithm efficiency.Algorithm can be written in pseudo-code becausesimplification of the actual implementation is very good way.In this present paper mainly focus on homotopy continuationmethod algorithm for solving system of non linear algebraicequation, given the generalized uniform approach of threemore problems result. We comparison HCM observationresults (both time and space complexity) with other differentmethods algorithms observations. The detailed observations ofall the methods of algorithm noted and platen. All algorithmyields unique approach on the results with limiting conditions.But our one of proposed works HCM algorithm given aexcellent results, for all set of parameters with high endvalues. One more highlight of this chapter is obtained thesolution also represented through 3D visualization using opensource code Mayavi version 0.6.
关键词：Computer Graphics; Darcy; Brikman and;Forchheimer number; HCM; 3D; Modeling; texturing;Compositing; Pre-Production; Production and Post;Production.