2008International Symposium ELMARRequires access

Symbolic sensitivity analysis using nullators, norators and modified coates signal - flow graph

Irina Asenova

Open publisher page 2 citations

Abstract

In the presented paper a method of determination of the first-order symbolic transfer function sensitivity is developed. It is based on the nullor equivalent presentation of linear networks. An important part of that method takes the use of modified Coates signal-flow graph (MCSFG) and the proposal of an effective way of easy obtaining a SFG representation of the nullor network given. An algorithm and a computer program ldquoHoneySenrdquo present first-order symbolic transfer function sensitivity. Using software the dependence of first-order transfer function sensitivity with respect to a parameter of a passive element is shown.

About this research paper

What this paper is about

In the presented paper a method of determination of the first-order symbolic transfer function sensitivity is developed. It is based on the nullor equivalent presentation of linear networks. An important part of that method takes the use of modified Coates signal-flow graph (MCSFG) and the proposal of an effective way of easy obtaining a SFG representation of the nullor network given. An algorithm and a computer program ldquoHoneySenrdquo present first-order symbolic transfer function sensitivity. Using software the dependence of first-order transfer function sensitivity with respect to a parameter of a passive element is shown.

Why it matters

OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In the presented paper a method of determination of the first-order symbolic transfer function sensitivity is developed. It is based on the nullor equivalent presentation of linear networks. An important part of that method takes the use of modified Coates signal-flow graph (MCSFG) and the proposal of an effective way of easy obtaining a SFG representation of the nullor network given. An algorithm and a computer program ldquoHoneySenrdquo present first-order symbolic transfer function sensitivity. Using software the dependence of first-order transfer function sensitivity with respect to a parameter of a passive element is shown.

Key concepts: Signal-flow graph, Transfer function, Sensitivity (control systems), Graph, Computer science, Representation (politics), SIGNAL (programming language), Control flow graph

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