This publication is unavailable to your account. If you have more privileged account please try to use it or contact with the institution connected to this digital library.
Kumar Roushan
artykuł
Mukhopadhyay Santwana
The present paper attempts to investigate the propagation of harmonic plane waves of assigned frequency by employing the thermoelasticity theory with three phase-lags, recently proposed by Roychoudhuri (2007). The solutions of dispersion relation for the longitudinal plane waves are determined analytically and asymptotic expansions of several characterizations of the wave fields- phase velocity, specific loss and penetration depth of the dilatational waves are obtained for both the high frequency and low frequency values. Computational work for numerical values of the above quantities is also carried out with the help of Mathematica. A detailed analysis of the effects of phase-lags on the plane wave is presented by contrasting the theoretical as well as numerical results of the present work with the corresponding results of the theory of thermoelasticity type III (Green and Naghdi, 1993) as reported earlier.
Poznań
OWN
2009.12.30
2009.07.03
2010.03.25
2009.12.16
application/pdf
oai:lib.psnc.pl:711
eng
Aug 19, 2014
Jun 27, 2014
158
https://lib.psnc.pl/publication/893
RDF
OAI-PMH
This page uses 'cookies'. More information I understand