摘要
向量回转作为刚体转动的一种描述,不仅简便而且直观。本文补充和发展了向量的回转及微回转代数。共为轭曲面原理,机构分析的有限微回转法及共轭弹性动力学奠定了必要的数学基础。
For the description of arbitrary rotation , vector rotation (0 <o ) ?r is notable for its simplicity and lucidity . The present work makes some supplements to the algebra of finite vector rotation and develops the algebra of infinitesimal rotation , which forms the mathematical basis of the theory of conjugate surfaces and conjugate - clasto - dynamics .
出处
《北京理工大学学报》
EI
CAS
CSCD
1990年第S1期12-18,共7页
Transactions of Beijing Institute of Technology
关键词
转动
向量(数学)
机构运动分析/有限微回转法
rotation , vector (mathematics), kinematic analysis of mechanism , micro rotation method .