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Tytuł artykułu

Stoneley waves at swelling porous elastic media

Wybrane pełne teksty z tego czasopisma
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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
A frequency equation for Stoneley waves at a bonded interface between two swelling porous elastic half spaces [SP/SP] is derived. It is found that Stoneley waves in a swelling porous elastic medium are dispersive in nature. Numerical computations are performed to study the variation of phase velocity and attenuation coefficient with respect to the wave number. Amplitude ratios are obtained and also represented graphically. Some particular cases are also discussed.
Rocznik
Strony
1177--1192
Opis fizyczny
Bibliogr. 23 poz., wykr.
Twórcy
autor
autor
autor
Bibliografia
  • Ahmed S.M. (2005): Stoneley waves in a non- homogeneous orthotropic granular medium under the influence of gravity. - Int. J. Mathematics and Mathematical Sciences, vol.19, pp.3145-3155.
  • Barnett D.M., Lothe J., Gavazza S.D. and Musgrave M.J.P. (1985): Considerations of the existence of interfacial (Stoneley) waves in bonded anisotropic elastic half-spaces. - Proc. R., Soc., Lond., A, vol.402, pp.153-166.
  • Bennethum L.S. (2007): Theory of flow and deformation of swelling porous materials at the macroscale. - Computers and Geotechnics, vol.34, pp.267-278.
  • Bennethum L.S. and Cushman J.H. (1999): Coupled solvent and heat transport of a mixture of swelling porous particles and fluids: Single time-scale problem. - Transport in Porous Media, vol.36, pp.211-244.
  • Biot M.A. (1956): Theory of propagation of elastic waves in a fluid saturate porous solid I low frequency range. - The Journal of Acoustical Society of America, vol.28, pp.168-178.
  • Biot M.A. and Willis D.G. (1957): Elastic coefficients of the theory of consolidation. - The Journal of the Acoustical Society of America, vol.24, pp.594-601.
  • Chirita S. (2004): On the spatial decay of solutions in the theory of swelling porous thermoelastic soils. - Int. J. of Engng. Sci., vol.42, pp.1995-2010.
  • Eringen A.C. (1994): A continuum theory of swelling porous elastic soils. - Int. J. Engng. Sci, vol.32, No.8, pp.1337-1349.
  • Gales C. (2002): Some uniqueness and continuous dependence results in the theory of swelling porous elastic soils. - Int. J. of Engng. Sci., vol.40, pp.1211-1231.
  • Gales C. (2003): Spatial decay estimates for solutions describing harmonic vibrations in the theory of swelling porous elastic soils. - Acta Mechanica, vol.161, pp.151-163.
  • Gales C. (2003): On the asymptotic partition of energy in the theory of swelling porous elastic soils. - Arch. Mech., vol.55, pp.91-107.
  • Gales C. (2003): Potential method in the linear theory of swelling porous elastic soils. - European J. of Mechanics a Solids, vol.23, pp.957-973.
  • Gales C. (2004): Waves and vibrations in the theory of swelling porous elastic soils. - European Journal of Mechanics a Solids, vol.23, pp.345-357.
  • Gales C. (2007): On spatial behavior in the theory of viscoelastic mixtures. - Journal of Thermal Stress, vol.30, pp.1-24.
  • Gales C. (2008): On the asymptotic spatial behavior in the theory of mixtures of thermoelastic solids. - Int. J. of Solids and Structures, vol.45, pp.2117-2127.
  • Heider Y., Market B. and Ehlers W. (2012): Dynamic wave propagation in infinite saturated porous media half spaces. - Comput. Mech., vol.49, pp.319-336.
  • Langroudi A. and Yasrobi S. (2009): A micro-mechanical approach to swelling behavior of unsaturated expansive clays under controlled drainage conditions. - Applied Clay Sci., vol.45, pp.8-19.
  • Quntanilla R. (2003): On existence and stability in the theory of swelling porous elastic soils. - IMA Journal of Applied Mathematics, vol.68, pp.491-506.
  • Singh P.P., Cushman J.H. and Maier D.E. (2003): Multiscale fluid Transport theory for swelling biopolymers. - Chemical Engng. Sci., vol.58, pp.2409-2419.
  • Tersa W. and Bennethum S. (2006): On the derivation of the transport equation for swelling porous materials with finite deformation. - Int. J. of Engng Sci., vol.44, pp.1408-1422.
  • Tomar S.K. and Singh D. (2006): Propagation of Stoneley wave in microstretch elastic solids. - J. of Vibration and Control, vol.12, pp.995-1009.
  • Zhu H., Dhall A. and Datta A. (2010): A model for flow and deformation in unsaturated swelling porous media. - Transp. Porous Med., vol.84, pp.335-369.
  • Zhu H., Mukherjee S. and Dhall A. (2011): A finite element analysis of coupling between water absorption and swelling of foodstuffs during soaking. - Transp. Porous Med., vol.88, pp.399-419.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPZ5-0028-0006
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