In this paper a model for viscoanelastic isotropic material in the formalism of Kluitenberg's theory on mechanical relaxation phenomena is considered. Moreover an expression of the complex modulus is obtained to compare the results obtained with experimental data. In particular, by considering the results obtained from some authors of us in a previous paper, we shall use a different condition that allows to get the phenomenological and state coefficients both low and high frequencies. Finally, the results are applied to a supercooled m-toluidine in order to compare the experimental data and theoretical functions of frequency G(1) and G(2) so obtained.

Mechanical model for relaxation phenomena in viscoanelastic media of order one.

CIANCIO, Vincenzo;ROGOLINO, Patrizia
2010

Abstract

In this paper a model for viscoanelastic isotropic material in the formalism of Kluitenberg's theory on mechanical relaxation phenomena is considered. Moreover an expression of the complex modulus is obtained to compare the results obtained with experimental data. In particular, by considering the results obtained from some authors of us in a previous paper, we shall use a different condition that allows to get the phenomenological and state coefficients both low and high frequencies. Finally, the results are applied to a supercooled m-toluidine in order to compare the experimental data and theoretical functions of frequency G(1) and G(2) so obtained.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11570/1905315
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