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On the synthesis of spatial revolute-revolute-spherical-cylindrical motion generators with prescribed coupler loads

机译:具有规定耦合器载荷的空间旋转-旋转-球形圆柱运动发生器的合成

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摘要

This work extends the concepts and methodologies of Shen et al. for the synthesis of spherical four-bar motion generators to the synthesis of spatial revolute-revolute-spherical-cylindrical (RRSC) motion generators with applied coupler loads. A constraint that includes coupler loads and driver static torques for the RRSC mechanism is formulated using the principle of virtual work. This constraint is combined with the conventional constraints for the R-R and C-S dyads to form a non-linear optimization problem from which RRSC mechanism solutions are calculated that approximate prescribed coupler poses and satisfy prescribed driver static torques for given coupler loads. The formulated RRSC coupler load and driver static torque constraint are also incorporated in a simplified RRSC motion generation model to form a simplified non-linear optimization problem for calculating RRSC mechanism solutions. This work demonstrates both the conventional and simplified non-linear optimization problems.
机译:这项工作扩展了Shen等人的概念和方法。用于合成球面四杆运动发生器,以及用于合成带有耦合器载荷的空间旋转-革命-球面圆柱(RRSC)运动发生器。使用虚拟功原理制定了包括用于RRSC机构的耦合器负载和驱动器静态转矩的约束。该约束条件与R-R和C-S二元组的常规约束条件组合在一起,形成一个非线性优化问题,根据该问题,可以计算出RRSC机构解,从而使给定的联轴器负载近似为规定的联轴器姿态并满足规定的驾驶员静态扭矩。公式化的RRSC耦合器负载和驾驶员静态转矩约束也被合并到简化的RRSC运动生成模型中,从而形成用于计算RRSC机构解的简化的非线性优化问题。这项工作演示了常规和简化的非线性优化问题。

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