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EFFICIENT ROBOT DYNAMICS EVALUATION BASED ON PC USING PARALLEL COMPUTING

机译:基于PC使用并行计算的高效机器人动力学评估

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The control of robot manipulators is a complex problem because the differential equation that defines the system is nonlinear and coupled. In several control problems such as linear quadratic optimal control, it is necessary to work with a first order approximation of nonlinear equations. To obtain this approximation, the Lagrange-Euler equations have been used based on general theorems of mechanics. The linearization must be computed on-line, and this is the reason why parallel computing has been used. The parallel algorithms have been implemented on a low cost parallel platform based on a PC plus a board with transputers.
机译:机器人操纵器的控制是一个复杂的问题,因为定义了系统的微分方程是非线性和耦合的。 在诸如线性二次最佳控制之类的若干控制问题中,需要使用非线性方程的第一阶近似。 为了获得这种近似,基于机械通用定理已经使用Lagrange-euler方程。 线性化必须在线计算,这就是使用并行计算的使用原因。 并行算法已经在基于PC以及具有转换器的电路板的低成本并行平台上实现。

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