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Stability of MIMO Feedback Error Learning Control under a Strictly Positive Real Condition ?

机译:严格正实条件下MIMO反馈错误学习控制的稳定性

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Motivated by a biological motion control model called feedback error learning (FEL), adaptive feedforward control schemes have been extensively studied in literature. Stability of a single-input single-output (SISO) FEL control scheme has been shown under a strictly positive real condition via passivity theory. This paper generalizes the scheme to the multi-input multi-output (MIMO) case together with its stability proof, by making full use of left coprime fraction by polynomial matrices. Numerical simulation illustrates the effectiveness of the proposed tuning law over existing MIMO FEL schemes resorting to recursive least square estimation.
机译:受称为反馈错误学习(FEL)的生物运动控制模型的推动,自适应前馈控制方案已在文献中进行了广泛的研究。通过无源理论,在严格正实条件下证明了单输入单输出(SISO)FEL控制方案的稳定性。通过充分利用多项式矩阵的左互质数分数,将该方案推广到多输入多输出(MIMO)情况及其稳定性证明。数值仿真说明了所提出的调谐律对现有MIMO FEL方案的有效性,该方案采用递归最小二乘估计。

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