A discretization equation is derived by using a finite volume method in three - dimensional cylindrical polar coordinate system . algebraic equations are solved by iteration with a line - by - line method that is a combination of tdma in axial and radial directions , ctdma in tangential direction and adi method in three directions . the pressure and velocity coupling are solved with the simple algorithm 在三维圆柱坐标下,利用有限体积法推导离散方程;在轴向与径向用三对角矩阵法( tdma ) ,在周向采用循环三对角矩阵法( ctdma ) ,采用交替方向亚松弛叠代法( adi )求解方程;推导同位网格下的压力修正方程,用simple算法处理速度与压力的耦合;为加速收敛,采用适当的松弛因子。
Fitts " law was extended to two - dimensional polar coordinate system , and based on this , a method on human movement quality evaluation was proposed . indices of gait symmetry , indices of difficulty and indices of performance for human upper limbs were defined and combined with other indices to form a set of systematic indices of movement quality evaluation 将fitts定律推广到二维极坐标下,并以此为基础建立了矢状面内的人体运动质量评定方法,定义了上肢运动的难度指标、执行度指标和下肢运动的对称性指标,提出了一套能反映运动质量各方面情况且具有普遍意义的运动质量评价指标。
This paper provides the general equations of the theoretical contour line and the actual contour line of roller translation follower and roller oscillating follower disc cam in the polar coordinates system and the rectangular coordinates system , respectively . the equations are not only fit for the different layouts of the relative position of follower and cam , but also fit for the different types of cam contour 分别给出了滚子直动从动件和滚子摆动从动件盘形凸轮的理论廓线及实际廓线在极坐标系与直角坐标系下的通用方程,它们对于从动件与凸轮相对位置的不同布局方式及凸轮轮廓的不同类型均适用