1) locus of singular points
奇点的轨迹
3) singularity loci
奇异轨迹
1.
The singularity loci and dexterity of two degrees of freedom asymmetric spherical five-bar mechanisms are investigated.
针时非对称球面五杆机构,研究了机构的奇异轨迹曲线和灵巧度。
2.
Based on the new singularity kinematics principles,a cubic polynomial expression that represented the singularity loci of 3/6-SPS Stewart manipulator was obtained and a singularity-equivalent-mechanism was proposed as well.
基于并联机构奇异位形产生的运动学原理,推导出3/6-SPS型Stewart机构奇异轨迹的解析表达式,并基于此原理提出了分析并联机构奇异位形的等效机构法,利用此方法推导出了3/6-SPS型Stewart机构处于一般姿态时在θ-平面上的奇异轨迹方程,并对其轨迹的性质进行了识别。
3.
Based on analytical expression that represents the singularity loci of Gough-Stewart manipulator, a quadratic expression that represents singularity loci of the manipulator in parallel principal sections was derived and further property of the singularity loci was identified.
基于Gough-Stewart并联机构奇异轨迹的解析表达式,推导出了该并联机构在主截面上的奇异轨迹,并对此奇异轨迹的性质进行了识别。
4) regge track
瑞奇轨迹
5) singular locus
奇轨迹
6) movement track of point
点的运动轨迹
1.
The movement track of point in math is uneasy to be understood and to be grasped, and therefore the author make its demonstrational courseware with F lash MX.
点的运动轨迹在高中数学中是很难理解和掌握的内容,为此,笔者利用FlashMX制作了演示课件,效果很好。
补充资料：点的
1.谓白色小点。 2.指使。
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