1.Based on this consideration, this subject was tried to set up a kinematical simulation system of the planar linkage mechanism.
基于这样一种考虑，本课题尝试建立一个平面连杆机构的运动学仿真系统。
2.Most of them were theory researches, mainly on kinematical planning and optimization, especially in the case of obstacle avoidance.
其中大部分是理论研究，主要集中于运动学的规划与优化，尤其是避障的情况下的研究。
3.Some statistical analyses concerning spatial distribution as well as kinematical properties of Galactic open clusters are also made briefly.
对银河系疏散星团的空间分布（采用了更多样本）和运动学性质进行了若干统计分析。
4.The attitude dynamical and kinematical systems of the missile are pided into fast subsystem and slow subsystem by time scale separation.
利用时间尺度分离的方法将导弹的姿态动力学和运动学系统分别看作快子系统和慢子系统。
5.Meanwhile, analyses the basic segregation reason under external force with motion and kinematical analysis methods.
采用颗粒运动和动力学方法分析了在外力作用下混合料离析的根本原因。
6.It should avoid bringing effect of inertia during increasing the subjunctive kinematical velocity of the tools.
提高工具虚拟运动速度时应避免引起惯性效应；
7.An algorithm for kinematical analysis of this coupled system with both serial and parallel conections is presented.
对于此类串并联复合的系统提出了一种运动学分析方法。
8.The demonstrating results indicate that cm-level accuracy was achieved for DGPS kinematical positioning.
实算结果表明，用该技术获得了厘米级的相对定位精度。
9.a new algorithm realizing accurately autonomous navigation for high kinematical users.
航天高动态用户实时自主精确导航的新方法。
10.The kinematical equation of the probe and the equation of measuring error caused by the swaying of the measuring arm are established.
建立了测头的测量运动方程和关节晃动引起的测量误差的方程。