运用复数矢量法对于单自由度平面连杆机构的运动进行了软件模拟和分析。
This article develops a software to simulate and analyze the movement of planar linkage with single degree of freedom by using the method of complex vector.
本文运用复数矢量法推导两类平面六杆机构的速度精度公式，可广泛应用于平面连杆机构的速度精度分析。
The following text takes advantage of algorithm to get two equation of two six-bar linkage kinematic velocity accuracy, it can be widely applied to mechanism.
同时还研究了在球坐标系下弹性应变张量与复数矢量球函数的一些关系，为地球弹性动力学方程的解算提供参考。
The solution of the Earth elastic dynamical equations can be also referred to some relations of complex vector spherical harmonic functions to the elastic strain tensor in spherical coordinates.
从矢量旋转的角度出发，来考察实信号的复数形式，特别是新的解析信号的构造问题。
Topics on construction of Complex representation, especially analytic signal of real signal are studied from the viewpoint of vector rotation.
本文以复数形式的矢量封闭方程为基本工具，阐述了用它作平面机构运动分析的原理。
This paper represents the basic principle of kinematic analysis of planar mechanisms carried out by using the vector loop equation.
提出用复数-极坐标矢量法(简称复矢量法)来分析平面机构的运动。
A new method is proposed to analyse the motion of plane mechanism by means of complex polar coordinates vector method.
本文建立了八元向量代数，它既是一种方阵代数，又作为一个更加完备的运算系统而包含了复数、矢量和四元数。
The eight-vecter algebra is found in the paper, as a kind of square matrix algebra and as more complete operation system containing the complex number vecter algebra and quaternion numbers.
本文建立了八元向量代数，它既是一种方阵代数，又作为一个更加完备的运算系统而包含了复数、矢量和四元数。
The eight-vecter algebra is found in the paper, as a kind of square matrix algebra and as more complete operation system containing the complex number vecter algebra and quaternion numbers.
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