[1] Dowaikh, M. A. and Ogden, R. W. On surface waves and deformations in a pre-stressed incompressible elastic solid. IMA Journal of Applied Mathematics, 44, 261-284(1990)
[2] Rogerson, G. A. and Fu, Y. B. An asymptotic analysis of the dispersion relation of a pre-stressed incompressible elastic plate. Acta Mechanica, 111, 59-77(1995)
[3] Rogerson, G. A. and Sandiford, K. J. On small amplitude vibrations of pre-stressed laminates. International Journal of Engineering Science, 34(8), 853-872(1996)
[4] Ogden, R. W. and Sotirropoulos, D. A. On interfacial waves in pre-stressed layered incompressible solids. Proceedings of the Royal Society A, 450, 319-341(1995)
[5] Qian, Z. H., Jin, F., Lu, T. J., Kishimoto, K., and Hirose, S. Effect of initial stress on Love waves in a piezoelectric structure carrying a functionally graded material layer. Ultrasonics, 50(1), 84-90(2010)
[6] Qian, Z. H., Jin, F., Lu, T. J., and Kishimoto, K. Transverse surface waves in a 6 mm piezoelectric material carrying a prestressed metal layer of finite thickness. Applied Physics Letters, 94(9), 093513(2009)
[7] Qian, Z. H., Jin, F., Kishimoto, K., and Lu, T. J. Propagation behavior of Love waves in a functionally graded half-space with initial stress. International Journal of Solids and Structures, 46(6), 1354-1361(2009)
[8] Jin, F., Qian, Z. H., Wang, Z., and Kishimoto, K. Propagation behavior of Love waves in a piezoelectric layered structure with inhomogeneous initial stress. Smart Materials and Structures, 14(4), 515-523(2005)
[9] Qian, Z. H., Jin, F., Kishimoto, K., and Wang, Z. Effect of initial stress on the propagation behavior of SH-waves in multilayered piezoelectric composite structures. Sensors and Actuators A:Physical, 112(2-3), 368-375(2004)
[10] Sheridan, P. M., James, F. O., and Miller, T. S. Design of Components, Engineering with Rubber, Hanser, Munich, 209-235(1992)
[11] Rogerson, G. A. Penetration of impact waves in a six-ply fibre composite laminate. Journal of Sound and Vibration, 158, 105-120(1992)
[12] Dhua, S., Chattopadhyay, A., and Sahu, S. A. Propagation of surface wave in a fluid layer overlying a slightly compressible, finitely deformed elastic medium. Journal of Vibration and Control (2014) DOI:10.1177/1077546314520836
[13] Chattopadhyay, A. and Sahu, S. A. Stresses produced in slightly compressible, finitely deformed elastic media due to a normal moving load. Archive of Applied Mechanics, 82, 699-708(2012)
[14] Rogerson, G. A., Sandiford, K. J., and Prikazchikova, L. A. Abnormal long wave dispersion phenomena in a slightly compressible elastic plate with non-classical boundary conditions. International Journal of Non-Linear Mechanics, 42, 298-309(2007)
[15] Sandiford, K. J. and Rogerson, G. A. Some dynamic properties of a pre-stressed, nearly incompressible (rubber-like) elastic layer. International Journal of Non-Linear Mechanics, 35, 849-868(2000)
[16] Rogerson, G. A. and Murphy, J. G. Surface waves in slightly compressible, finitely deformed elastic media. Mechanics Research Communications, 25(5), 493-502(1998)
[17] Knott, C. G. Reflection and refraction of elastic waves with seismological applications. Philosophical Magazine, 48, 64-97(1899)
[18] Gutenberg, B. Energy ratio of reflected and refracted seismic waves. Bulletin of the Seismological Society of America, 34, 85-102(1944)
[19] Ogden, R. W. and Sotiropoulos, D. A. The effect of pre-stress on the propagation and reflection of plane waves in incompressible elastic solids. IMA Journal of Applied Mathematics, 59, 95-121(1997)
[20] Ogden, R. W. and Sotiropoulos, D. A. Reflection of plane waves from the boundary of a prestressed compressible elastic half-space. IMA Journal of Applied Mathematics, 61, 61-90(1998)
[21] Chattopadhyay, A. and Rogerson, G. A. Wave reflection in slightly compressible finitely deformed elastic media. Archive of Applied Mechanics, 71, 307-316(2001)
[22] Chattopadhyay, A. Wave reflection and transmission in triclinic crystalline medium. Archive of Applied Mechanics, 73, 568-579(2004)
[23] Chattopadhyay, A. Wave reflection in triclinic medium. Archive of Applied Mechanics, 76, 65-74(2006)
[24] Chattopadhyay, A. Reflection for three dimensional plane waves in triclinic crystalline medium. Applied Mathematics and Mechanics(English Edition), 28, 1573-2754(2007) DOI:10.1007/s10483-007-1004-y
[25] Chatterjee, M., Dhua, S., Sahu, S. A., and Chattopadhyay, A. Reflection in a highly anisotropic medium for three-dimensional plane waves under initial stresses. International Journal of Engineering Science, 85, 136-149(2014)
[26] Chadwick, P. Continuum Mechanics:Concise Theory and Problems, Allen and Unwin, London (1976)
[27] Scott, N. H. The slowness surface of incompressible and nearly incompressible elastic materials. Journal of Elasticity, 16, 239-250(1986)
[28] Ogden, R. W. Non-linear Elastic Deformations, Ellis Horwood, New York (1984)
Email Alert
RSS