Vector representation of resonators in eigencoupling state space and eigenloss state space of piezoelectric ceramics

J.G. Smits; A.J. Mouthaan

doi:10.1007/BF00382656

Vector representation of resonators in eigencoupling state space and eigenloss state space of piezoelectric ceramics

J.G. Smits, A.J. Mouthaan

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Abstract

The calculation of the vector representation of resonators in the coupling and loss eigenstate spaces is presented. The coupling and loss eigenstates are located in a Cartesian coordinate system, together with the vector representation of resonators. The convenience of this representation is illustrated by calculations of the coupling factor and the loss factor in an octant of space in which resonators are positioned.

Original language	Undefined
Pages (from-to)	85-109
Journal	Applied scientific research
Volume	35
Issue number	1
DOIs	https://doi.org/10.1007/BF00382656
Publication status	Published - 1979

Keywords

IR-85604

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10.1007/BF00382656

Vector_10.1007_BF00382656

Cite this

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title = "Vector representation of resonators in eigencoupling state space and eigenloss state space of piezoelectric ceramics",

abstract = "The calculation of the vector representation of resonators in the coupling and loss eigenstate spaces is presented. The coupling and loss eigenstates are located in a Cartesian coordinate system, together with the vector representation of resonators. The convenience of this representation is illustrated by calculations of the coupling factor and the loss factor in an octant of space in which resonators are positioned.",

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N2 - The calculation of the vector representation of resonators in the coupling and loss eigenstate spaces is presented. The coupling and loss eigenstates are located in a Cartesian coordinate system, together with the vector representation of resonators. The convenience of this representation is illustrated by calculations of the coupling factor and the loss factor in an octant of space in which resonators are positioned.

AB - The calculation of the vector representation of resonators in the coupling and loss eigenstate spaces is presented. The coupling and loss eigenstates are located in a Cartesian coordinate system, together with the vector representation of resonators. The convenience of this representation is illustrated by calculations of the coupling factor and the loss factor in an octant of space in which resonators are positioned.

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