This paper concerns the approximate inversion of fractional order transfer functions. The approximating solution is of the form of a weighted sum of Laguerre functions. The weights of the sum are found from a simple generating expression. As case study, the inversion of the Laplace transform of the Abel’s equation is considered.

Inverting Fractional Order Transfer Functions through Laguerre Approximation

Guido Maione
2004

Abstract

This paper concerns the approximate inversion of fractional order transfer functions. The approximating solution is of the form of a weighted sum of Laguerre functions. The weights of the sum are found from a simple generating expression. As case study, the inversion of the Laplace transform of the Abel’s equation is considered.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11589/9504
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