A COMPUTATIONAL METHOD FOR INTERVAL MIXED VARIABLE ENERGY MATRICES IN PRECISE IN

排行榜 收藏 打印 发给朋友 举报 来源: 《Applied Mathematics and Mechanics》 发布者:cjk3d
热度6票 浏览13次 【共0条评论】【我要评论 时间:2001年12月10日 14:08
A COMPUTATIONAL METHOD FOR INTERVAL MIXED VARIABLE ENERGY MATRICES IN PRECISE INTEGRATION

To solve the Riccati equation of LQ control problem, the computation of interval mixed variable energy matrices is the first step. Taylor expansion can be used to compute the matrices. According to the analogy between structural mechanics and optimal control and the mechanical implication of the matrices, a computational method using state transition matrix of differential equation was presented. Numerical examples are provided to show the effectiveness of the present approach.

:z2sn4A)b |wrf0
作 者: 高索文 吴志刚 王本利 马兴瑞  
作者单位: 
刊 名:应用数学和力学(英文版)  EI SCI
英文刊名:APPLIED MATHEMATICS AND MECHANICS(ENGLISH EDITION) 
年,卷(期):2001 22(5) 
分类号:O232 
关键词:precise integration   Riccati equation   optimal control  
机标关键词:PRECISE INTEGRATIONdifferential equationcomputational methodLQ control problemtransition matrixRiccati equationoptimal control 
基金项目:Preliminary Studies Foundation of National Defence 
下一篇:FIXED POINTS ON TWO COMPLETE AND COMPACT METRIC SPACES
上一篇:THE CRACK-INCLUSION INTERACTION AND THE ANALYSIS OF SINGULARITY FOR THE HORIZONT
查看全部回复【已有0位网友发表了看法】

广告投放

广告投放