Table Of Content

mr) ELSEVIER Wave Motion 28 (1998) 387-388 Contents of Volume 28 Vol. 28, No. 1 V.M. Babich and V.V. Lukyanov Be Oe BESS GT UEE PINION IEE nn nc cc ccc ccc c cee tec ecescesesccsseccsenceseserisevecseses l E.M. Gromov and V.V. Tyutin Stationary waves in a third-order nonlinear Schrédinger equation .....0.c ce.ce .ce.ce .eee. eee. ten.t ee.e e.eee ees 13 S. He and V.G. Romanov Identification of dipole sources in a bounded domain for Maxwell’s equations .....00.0 c.cc. c.ee .eee. ee. ee0e e ee 25 S. Rikte Reconstruction of bi-isotropic material parameters using transient electromag-netic fields ...........00.0 .ee.e .ee .e e.ee e 41 W. Lauriks, L. Kelders and J.-F. Allard PSEROD WOES GE DOREY WHVES GOOVE B POTOUE IRIE «wooo cc ccc cece r ccc ccccsecenceececeecenesseseeseecseveeers 59 K. Araki, S. Toh and T. Kawahara Stability of a modon structure: Multipole expansion analysis .....0.c c.cc. .ce.ce. 0eee .eee .nent. ee0e ee ees 69 M. Okamura On the enclosed crest angle of the limiting profile of standing waves ....0..6 c.ece .cec.e ce.ce e.ee t.ee ee.e e.ee e es 79 J.D. Achenbach Explicit solutions for carrier waves supporting surface waves and plate waves ......0.c e.ce c.ec.e c.ece. ee.e t.enc.e e es 89 Vol. 28, No. 2 C.M. Linton and P. McIver Acoustic resonances in the presence of radial fins in circular cylindrical waveguides .........cc.c c.ece. c0ec.e 0ee0e e0 ee s 99 A. Druzhinin Explicit Kirchhoff—Helmholtz integrals and their accurate numerical implementation ..........0.c ec.e .ee.e e.e e0ee0 e es 119 A.P.E. ten Kroode, D.-J. Smit and A.R. Verdel Ct ead eos wee eudee beeen Seon bude Seb awkp Ge ccee Ces eeaeseeeeeeneekenes 149 F-E. Ernst and G.C. Herman Removal of guided waves from seismic data in laterally varying media ........... 0... ccc eee eee eee eens 173 S.J. Singh On attenuation of Love waves in a two-layered half-space ............ ccc cece cece eee eee eee e een nee aees 191 Vol. 28, No. 3 G. Cruz-Pacheco, G. Flores-Reyna, M.C. Jorge, A.A. Minzoni and N.F. Smyth Approximate evolution of lump initial conditions for the Benjamin—Ono equation ......0.0..00 .ee .ee .eee. ee.e e.ee e es 195 G. Li and A.A. Bharath Numeric study of limited diffraction, bandlimited, acoustic waves: A novel solution family SEs AE Ee ORS OREN NES EONSE O46 SKC OdRE SEE DEREDEC ES AOE OR OSE 203 Ph. Boulanger Energy flux for damped inhomogeneous plane waves in viscoelastic fluids ....0..00 c.ece .cece. e.ee .ee.e e.e ee ns 215 (Continued overleaf ) 388 Contents of Volume 28 J.L. Izbicki, J.M. Conoir and N. Veksler New results for Franz and Rayleigh waves propagating around a cylindrical vacuum/solid interface ..................... A.N. Darinskii, VI. Alshits, J. Lothe, V.N. Lyubimov and A.L. Shuvalov An existence criterion for the branch of two-component surface waves in anisotropic elastic media ...................006. A. Yazici, A.H. Serbest and A. Biiytikaksoy Diffraction of TE waves by a metallic cap located on a dielectric sphere: Ring source excitation outside the sphere .......... F. Mattioli On the Hamiltonian decomposition of the Boussinesq equations in a pair of coupled Korteweg-de Vries equations ....... Vol. 28, No. 4 E.B. Danila, J.M. Conoir, P. Pareige and J.L. Izbicki Multichannel resonant scattering theory applied to the acoustic scattering by an eccentric elastic can dda e'k 6 bUCRENRGEN SEN CRORE WOR Sb 644 )64.4-44 WE bN0 sad ES 95 Oey eeLeRwwedbes O. Brander and J. Hedenfalk A new formulation of the general solution to Burgers’ equation .....0c c.ece c.ece. e.ee .eee. et .enet .e te.en ee nee VI. Klyatskin, N.V. Gryanik and D. Gurarie Propagation and localization of Rossby waves over random topography (two-layer model) .............. 500.0000 cece eee H.G. Georgiadis and I. Vardoulakis Anti-plane shear Lamb's problem treated by gradient elasticity with surface energy .........0.c c.cc. ee.e 0e e.e0e 0ee ee H.-H. Dai Exact travelling-wave solutions of an integrable equation arising in hyperelastic rods ........0c. c.e.ce. e0ee. ee0 ee e Announcement: Colloquium on Vibro-acoustics and Flow—Structure Interactions .........06.0 0.c 0e.ee0 0eee0 e0en s 5 En eee eee a> SCPE SE PA RCE a ce Omc ra On Oe a arama Gc ne Ee MEET DAA SN, of1 Nea, Contents of Volume 28 387