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Modeling of open-loop stable linear systems using a combination of a finite fractional derivative and orthonormal basis functions

机译:使用有限分数导数和正交基函数的组合对开环稳定线性系统进行建模

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This paper presents new results in modeling of linear open-loop stable systems by means of discrete-time finite fractional orthonormal basis functions, in particular the Laguerre functions. New stability conditions are offered and a useful modification to finite fractional derivative is introduced, called normalized finite fractional derivative. Simulation examples illustrate the usefulness of the new modeling methodology.
机译:本文介绍了通过离散时间有限分数次正交基函数(尤其是Laguerre函数)对线性开环稳定系统建模的新结果。提供了新的稳定性条件,并引入了对有限分数导数的有用修改,称为归一化有限分数导数。仿真示例说明了新建模方法的有用性。

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