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Systematic Use of Velocity and Acceleration Coefficients in the Kinematic Analysis of Single-DOF Planar Linkages

机译:系统使用速度和加速度系数在单自由度平面连杆的运动分析中

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In single-degree-of-freedom (DOF) mechanisms, velocity coefficients (VCs) and their 1st derivative with respect to the generalized coordinate (acceleration coefficients (ACs)) only depend on the mechanism configuration. In addition, if the mechanism is a planar linkage, complex numbers are an easy-to-use tool for writing linkage's loop equations that are formally differentiable. Here, both these results are combined to propose an algorithm that systematically uses VCs and ACs for solving the kinematic-analysis problems of single-DOF planar linkages. The proposed algorithm is efficient enough to be the kinematic block of any dynamic model of these linkages; also, it lends itself to present planar kinematics in graduate and/or undergraduate courses.
机译:在单级自由度(DOF)机制中,速度系数(VCS)及其相对于广义坐标(加速度系数(ACS))的第一导数仅取决于机制配置。另外,如果机制是平面连杆,则复杂的数字是用于写入具有正式可分辨率的链接的循环方程的易于使用工具。这里,这些结果都组合以提出一种系统地使用VCS和AC的算法来解决单自由度平面连杆的运动学分析问题。所提出的算法足够有效,以成为这些联动的任何动态模型的运动块;此外,它还为毕业生和/或本科课程呈现平面运动学。

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