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Special matrix transformations of essential nonlinear control systems

机译:基本非线性控制系统的特殊矩阵变换

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Complex nonlinear control systems that are fundamentally non-linearizable (containing, for example, ambiguous nonlinearities), as a rule, can not be fully investigated analytically. On the other hand, the use of only computer technologies for their research often gives rise to doubts about the reliability of the results obtained. Therefore, methods based on the decomposition of the space of parameters of essentially nonlinear multidimensional systems acquire special significance. Describe the method for finding the matrix of a canonical transformation, under which the matrix of the linear part of the original system is reduced to the first natural normal form.
机译:通常无法从根本上进行非线性分析的复杂非线性控制系统(例如,包含模糊的非线性)。另一方面,仅将计算机技术用于他们的研究常常引起对所获得结果可靠性的怀疑。因此,基于本质上非线性多维系统参数空间分解的方法具有特殊的意义。描述找到正则变换矩阵的方法,在该方法下,原始系统线性部分的矩阵被简化为第一自然法线形式。

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