Representation of the anelastic behaviour of a solid having a gaussian relaxation spectrum

Autor:	G. Maschio, P. G. Bordoni
Rok vydání:	1984
Předmět:	Physics Gaussian Spectrum (functional analysis) General Physics and Astronomy Order (ring theory) Dissipation Spectral line symbols.namesake Classical mechanics Creep symbols Statistical physics Representation (mathematics) Elastic modulus
Zdroj:	Il Nuovo Cimento D. 4:312-326
ISSN:	0392-6737
DOI:	10.1007/bf02453348
Popis:	The approximate representation obtained in a previous paper for the frequency dependence of the energy dissipation taking place in a vibrating solid with a Gaussian relaxation spectrum has been extended, for the same spectrum, to the frequency dependence of elastic modulus as well as to the time dependence of after-effect and creep. The procedure followed in order to obtain these representations appears susceptible of application to other types of spectra.
Databáze:	OpenAIRE
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