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The robust inverse Nyquist array (RINA) method for the design of multivariable control systems

机译:用于多变量控制系统设计的鲁棒逆奈奎斯特阵列(RINA)方法

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It is pointed out in this paper that the criticism raised by Doyle and Stein (1981) against the inverse nyquist array (INA) design method was not tenable. Actually, the robustness behaviour of a diagonally dominant control system depends on its degree of diagonal dominance. Based upon a large amount of numerical calculation, this paper gives the least degree of diagonal dominance required to keep a system robustly stable under the perturbation of given intensity. On this basis an improved design method is proposed-the robust INA method (RINA). An example is given.
机译:本文指出,Doyle和Stein(1981)对逆奈奎斯特阵列(INA)设计方法提出的批评是站不住脚的。实际上,对角支配控制系统的鲁棒性取决于其对角支配度。基于大量的数值计算,本文给出了在给定强度的扰动下保持系统鲁棒稳定所需的最小对角支配度。在此基础上,提出了一种改进的设计方法-鲁棒INA方法(RINA)。举一个例子。

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