In this paper we present two methods to de-embed the filters’ responses from a diplexer whose junction is known. A weak identification problem is here described by means of a dual-state junction and can be applied for general diagnosis of prototype diplexers. A strong identification problem based on rationality of the filters is also introduced here and is suited for a real-time tuning process. This technique is based on a polynomial approximation derived analytically from the algebraic structure of the diplexer’s response. Additional unknown delays violating the rational assumption can be moreover detected and estimated.

Deembedding response of filters from diplexer measurements

OLDONI, MATTEO;MACCHIARELLA, GIUSEPPE;
2013-01-01

Abstract

In this paper we present two methods to de-embed the filters’ responses from a diplexer whose junction is known. A weak identification problem is here described by means of a dual-state junction and can be applied for general diagnosis of prototype diplexers. A strong identification problem based on rationality of the filters is also introduced here and is suited for a real-time tuning process. This technique is based on a polynomial approximation derived analytically from the algebraic structure of the diplexer’s response. Additional unknown delays violating the rational assumption can be moreover detected and estimated.
2013
Diplexer tuning; filter tuning; Cauchy method; de-embedding; rational transfer function
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11311/659352
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