机械臂建模矩阵的流水线计算

J. Wander, D. Tesar
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引用次数: 14

摘要

对于动态系统的鲁棒控制来说,在控制公式中使用其惯性含量的表征是必不可少的。以流水线建模软件的形式描述了机器人操纵器的非线性时变系统的一个这样的特征,该系统在中型阵列处理器上实现实时运行。机械臂的时变惯性量用运动影响系数表示,而运动影响系数仅用广义坐标的显式函数表示。利用这些影响系数的性质来减少生成建模系数所需的计算量。为了有效地将该算法流水线化,利用了该问题固有的结构,允许广泛使用数据相关寻址,该寻址用于在单个管道内计算多个“小”操作。所得到的软件由两部分组成——离线部分生成整数偏移向量,以指导在线部分在计算建模系数时的寻址。该算法为四阶实时算法,在中等大小的阵列处理器上需要7.5 ms来计算一般六杆机械臂的建模系数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pipelined computation of manipulator modeling matrices
It is essential for the robust control of a dynamic system to employ a characterization of its inertia content in the control formulation. One such characterization is described for the nonlinear time-varying system of a robotic manipulator in the form of pipelined modeling software which is implemented on a medium-sized array processor to run in real time. The time-varying inertia content of the manipulator is expressed in terms of kinematic influence coefficients which are represented by explicit functions of only the generalized coordinates. Properties of these influence coefficients are employed to reduce the computation effort necessary to generate the modeling coefficients. To efficiently pipeline this algorithm, the structure inherent in the problem is exploited to allow extensive use of data-dependent addressing which is employed to compute multiple "small" operations within a single pipeline. The resulting software consists of two portions-- an off-line portion generates integer offset vectors to direct the addressing of the on-line portion in computing the modeling coefficients. The real-time algorithm is fourth-order in the number of links requiring 7.5 ms on a modest-sized array processor to compute the modeling coefficients of a general six-link manipulator.
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