10.24423/engtrans.249.2006
Rayleigh waves speed in transversely isotropic material
References
LORD RAYLEIGH, On waves propagated along the plane surface of an elastic solid, Proc. R. Soc. Lond., A 17, 4–11, 1885.
M. RAHMAN and J.R. BARBER, Exact expressions for the roots of the secular equation for Rayleigh waves, ASME J. Appl. Mech., 62, 250–252, 1995.
D. NKEMIZI, A new formula for the velocity of Rayleigh waves, Wave Motion, 26, 199–205, 1997.
D. ROYER, A study of the secular equation for Rayleigh waves using the root locus method, Ultrasonics, 39, 223–225, 2001.
PHAM CHI VINH and R. W. OGDEN, On formulas for the Rayleigh wave speed, Wave Motion, 39, 191-197,2004.
T.C.T. TING, A unified formalism for elastostatics or steady state motion of compressible or incompressible anisotropic elastic materials, Int. J. Solids Structures, 39, 5427–5445, 2002.
M. DESTRADE, Rayleigh waves in symmetry planes of crystals: explicit secular equations and some explicit wave speeds, Mech. Materials, 35, 931–939, 2003.
R.W. OGDEN and PHAM CHI VINE, On Rayleigh waves in incompressible orthotropic elastic solids, J. Acoust. Soc. Am., 115, 530–533, 2004.
M. DESTRADE, P.A. MARTIN and C.T. TING, The incompressible limit in linear anisotropic elasticity, with applications to surface wave and electrostatics, J. Mech. Phys. Solid, 50, 1453–1468, 2002.
PRAM CHI VINH and R.W. OGDEN, Formulas for the Rayleigh wave speed in orthotropic elastic solids, Arch. Mech., 56, 3, 247–265, 2004.
F. AHMAD and A. RAHMAN, Acoustic scattering by transversely isotropic cylinders, International Journal of Engineering Science, 38, 325–335, 2000.
DOI: 10.24423/engtrans.249.2006