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Chained function filters - theory and applications.

Chrisostomidis, Christos E. (2003) Chained function filters - theory and applications. Doctoral thesis, University of Surrey (United Kingdom)..

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Abstract

For the first time, the new class of filter transfer functions, called Chained Functions is described, in detail. With Chained functions, one may define a new polynomial generating function that is given by the product of a combination of low order functions, called seed functions. The chained function concept provides with a variety of transfer functions, having the same order but different frequency-domain, time-domain and implementation characteristics. When compared to the conventional Chebyshev approximation, reduced sensitivity to manufacturing errors, lower resonator unloaded-Q requirements and, consequently, lower filter losses can be achieved by selecting the appropriate seed function combination for a given implementation technology. This can be achieved with out-of-band rejection levels ranging from those associated with Butterworth to pseudo-Chebyshev. Theoretical and experimental comparisons with conventional Chebyshev filter characteristics, presented in this thesis, demonstrate the advantages and disadvantages of this new family of filter transfer functions.

Item Type: Thesis (Doctoral)
Divisions : Theses
Authors :
NameEmailORCID
Chrisostomidis, Christos E.
Date : 2003
Depositing User : EPrints Services
Date Deposited : 09 Nov 2017 12:15
Last Modified : 15 Mar 2018 15:57
URI: http://epubs.surrey.ac.uk/id/eprint/843612

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