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- W2384398613 abstract "The attenuation properties of dilatational and distortional waves propagated in a viscoelastic material with defects were investigated.Firstly,the constitutive relation of material was assumed to be described by the standard linear model.Secondly,the differential equations governing the wave motion were established by Laplace's transform.Finally,the propagated solutions were obtained in terms of variable-separated method,and the relations between formula of attenuation parameter of dilatational and distortional waves were presented.It shows that the attenuation parameters are related to the frequency of wave,relaxation time of the material,damage of the material,and the wave velocity of corresponding linear elastic waves.The dilatational and distortional waves velocity decrease with the increase of damage of the material.The attenuation coefficient of the waves increases with the increase of damage.The ratio of attenuation coefficient is proportional to the reciprocal of the ratio of the velocity ratio of corresponding linear elastic waves,and it is independent of the frequency,initial modulus and relaxation.The result indicates that the Piosson's ratio of the material is not a sensitive parameter for attenuation of viscoelastic wave." @default.
- W2384398613 created "2016-06-24" @default.
- W2384398613 creator A5021412775 @default.
- W2384398613 date "2010-01-01" @default.
- W2384398613 modified "2023-09-23" @default.
- W2384398613 title "Attenuation Properties of Dilatational Waves and Distortional Waves Propagated in a Viscoelastic Material with Defects" @default.
- W2384398613 hasPublicationYear "2010" @default.
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