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A matrix approach for determining linear time-delay system stability for all time-delay sizes

机译:用于确定所有时延大小的线性时滞系统稳定性的矩阵方法

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In this paper, an existing stability determination method for linear time-delay system is re-examined, and a matrix approach is developed for carrying out the numerical computations required. The new computation approach does not involve any symbolic manipulations as suggested in the original method, and is thus much more feasible for higher dimensional systems. With the new computation approach, examples of linear time-delay systems are checked to determine their stability for all time-delay sizes, and it is seen that the new approach is indeed effective and efficient.
机译:在本文中,重新研究了线性时滞系统的现有稳定性确定方法,并开发了一种矩阵方法来进行所需的数值计算。新的计算方法不包含原始方法中建议的任何符号操作,因此对于高维系统更可行。使用新的计算方法,检查了线性时滞系统的示例,以确定它们对于所有时延大小的稳定性,并且可以看出,新方法确实有效且高效。

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