On distributed order integrator/differentiator

Differentiator Impulse response
DOI: 10.1016/j.sigpro.2010.10.005 Publication Date: 2010-10-14T09:35:04Z
ABSTRACT
In this paper, we derive the impulse response of the distributed order integrator/differentiator and its asymptotic property by using the complex path integral. Based on the derived analytical impulse response, we present a technique to perform the discretization of the above distributed order integrator/differentiator. The derived asymptotic property can be applied to verify the feasibility of this method. Some new features of the distributed order integrator/differentiator are shown in time and frequency domains. A number of illustrated figures are presented to validate the concepts.
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