转动极

转动极的坐标取自Lepichon（1968、1971年）提供的值.本文还对我们计算出来的结果与其他作者给出的结果进行了一些比较。

The coordinates of the centre of rotation have been given by Le Pichon ( 1968 , 1971 ) .

利用GPS观测的速率（或位移）计算网格点附近小区域的应变张量和转动的欧拉极，再运用聚类分析法对计算的欧拉极进行分类，由此划分出地壳活动的次级块体。

In this paper , we calculate the strain tensor and Euler pole by velocity or displacements measured by GPS in the small area about grid points , and classify the calculated Euler pole by cluster analysis method , and thus the present crustal sub blocks are divided .

白藜芦醇分子的转动惯量和电偶极矩

Rotational inertia and electrical dipole moment of resveratrol molecule

高温转动核的电偶极巨共振研究

Study of Giant Dipole Resonance in Hot Rotating Nuclei

类比定轴转动刚体转动惯量以及电偶极子电场的计算方法，得出定轴转动带电体的磁矩及其远区磁场分布。

An anology between the method of calculating the rotational inertia of a rigid body rotating about fixed axis and the method of calculating the electric dipoles is drawn , and therefore the rigid body 's magnetic moment and its far magnetic field is obtained .

通过对一维平面转动系中质点运动的一个问题的讨论，分析了平面转动系与极坐标系之间的关系，得到了极坐标系中加速度各项的物理意义。

The discussion on one-dimensional motion of a particle in rotating coordinate system is presented , and the relation of rotating coordinate system and polar coordinate system is obtained . Meanwhile , the physical significance of each acceleration term in polar coordinate system is illustrated .