1) similar complex vector
类复向量
1.
In this paper the direction cosine matrix of coordinate transformation was deduced by similar complex vector.
用类复向量方法推导了坐标系变换的方向余弦矩阵，建立了机器人位置方程并给出了计算实例，为机器人的位姿分析提供了新的原理和方
2.
By means of VB and Matlab, the steering mechanism of space rigid body was synthesized with similar complex vector, through the particular instance of computer experiment.
运用VB调用Matlab动态链接库手段,实现综合空间刚体导引机构的类复向量算法,通过具体计算实 例,验证了此方法结合现代计算方法可大大提高类复向量原理综合空间机构的速度和精度。
3.
In this paper, similar complex vector was definited and equation of rotation, and movement of space linkage were ieduced .
本文从类复向量的建立，进而推导了空间刚体的旋转及位移方程，论述了用类复向量综合空间机构的基本原理及方法。
2) Similar complex vector matrix
类复向量矩阵
3) spatial similar complex vector
空间类复向量
1.
This paper employs the spatial similar complex vector to derive dispacing and synthesizing equation for realizing the sphering 4R mechanism of driving and deriven links corrsponding angle displacements, and studies the synthesizing method of this mechanism and provides some calculating examples.
本文采用空间类复向量[1]，导出用以实现主从动杆对应角位移的球面4R机构的位置方程，及机构综合方程式，井研讨了其综合方法，列举了算例。
4) based similar complex vector matrix
基类复向量矩阵
5) Rotation of similar complex vector
类复向量旋转
补充资料：向量空间的复化
向量空间的复化
oomplexification of a vector space
向，空间的复化【~川e如6.‘.ofavectors稗理;州琳..”幻呻.价川栩毗双甲11咖风冲。Pa肚T皿] 由实向量空间V通过数域的扩张而得到的复向量空间V“.空间V“定义为张量积V⑧，C.它也可以定义为形式表达式x十iy的集合，其中x，y 6V，并有按通常意义定义的加法及关于复数的数乘运算.空间V包含在Vc中作为一个实子空间，称为vc的实形式(realform).V的每一组基都是VC(在C上)的基.特别地，dim。VC=dim，v.运算v巨vc是从R上向量空间的范畴到C上向量空间的范畴的函子.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条