The Application of Z-Transform Theory to the Analysis of Switched-Type Nonlinear Systems

Mcvey E. S.; Nurre Gerald S.

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The Application of Z-Transform Theory to the Analysis of Switched-Type Nonlinear Systems

机译：Z变换理论在开关型非线性系统分析中的应用

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The stability of certain discontinuous feedback systems is analyzed by using the z-transform theory. In the z plane, a system which is equivalent to the nonlinear system under steady-state conditions can be found, as well as the existence of any limit cycle, together with the frequency at which it occurs. An intuitive argument for the stability of a limit cycle is also presented, several examples are worked, and the results compared with those obtained by other methods. The z-transform method is exact and is not restricted by the order of the system.

机译：通过使用z变换理论分析了某些不连续反馈系统的稳定性。在z平面中，可以找到一个等效于稳态条件下的非线性系统的系统，以及任何极限环的存在以及它出现的频率。还给出了极限循环稳定性的直观论据，并列举了几个实例，并将结果与其他方法得出的结果进行了比较。 z转换方法是精确的，不受系统顺序的限制。

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《Applications and Industry, IEEE Transactions on》 |1964年第75期|共8页
作者
Mcvey E. S.; Nurre Gerald S.;
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University of Virginia, Charlottesville, Va.;

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机译：卷积Z-变换法在某些非线性离散系统中的应用

The Application of Z-Transform Theory to the Analysis of Switched-Type Nonlinear Systems

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