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2016•Progress In Electromagnetics Research LettersOpen access

THE RESEARCH OF RECIPROCAL RELATIONS FOR NONLINEAR QUADRIPOLE IN THE MAGNETIC FIELD

Vyacheslav K. Ignatjev, Andrey A. Orlov, Sergey V. Perchenko

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Abstract

This paper deals with experimental verication of reciprocity relations for nonlinear quadripole, such as Hall transducer. It is shown that the matrix of quadripole resistances can be decomposed into the sum of matrices. The classical reciprocity relations will be valid for linear part of matrix of resistances.

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What this paper is about

This paper deals with experimental verication of reciprocity relations for nonlinear quadripole, such as Hall transducer. It is shown that the matrix of quadripole resistances can be decomposed into the sum of matrices. The classical reciprocity relations will be valid for linear part of matrix of resistances.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

This paper deals with experimental verication of reciprocity relations for nonlinear quadripole, such as Hall transducer. It is shown that the matrix of quadripole resistances can be decomposed into the sum of matrices. The classical reciprocity relations will be valid for linear part of matrix of resistances.

Key concepts: Reciprocal, Nonlinear system, Physics, Quantum mechanics, Philosophy, Linguistics

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