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Computational requirements of customized Newton‐Euler algorithms

机译:定制牛顿-欧拉算法的计算要求

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AbstractTo reduce the computational requirements of the Newton‐Euler (N‐E) algorithm for real‐time applications, we customize the algorithm for specific manipulator designs. We analyze the computational requirements of the algorithm for designs incorporating practical kinematic and dynamic parameter simplifications. We illustrate our approach by customizing the N‐E algorithm for the CMU direct drive arm II (DD Arm II). Our customized algorithm reduces the computational requirements of the general‐purpose N‐E algorithm by 56 percent. We describe the hardware implementation of our customized algorithm on a Marinco array processor. Our prototype computes in 1.2 ms the inverse dynamic torques for each trajector
机译:摘要为了降低牛顿-欧拉(N-E)算法在实时应用中的计算要求,针对特定的机械手设计定制了该算法。我们分析了该算法对结合实际运动学和动力学参数简化的设计的计算要求。我们通过定制CMU直接驱动臂II(DD臂II)的N-E算法来说明我们的方法。我们的定制算法将通用 N-E 算法的计算要求降低了 56%。我们描述了我们在 Marinco 阵列处理器上定制算法的硬件实现。我们的原型在 1.2 毫秒内计算出每个轨迹的反向动态扭矩

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