Investigation of water wave scattering by an elastic sea-bed of varying depth in two superposed fluids covered by an ice-sheet

Propagation of oblique waves over a small undulating elastic bottom topography in a two-layer fluid flowing through a channel

(2020) Ayan Chanda et al.   International Journal of Applied Mechanics

Scattering of linear oblique water waves by an elastic bottom undulation in a two-layer fluid

(2020) Ayan Chanda et al.   ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK

Dispersion and attenuation in a porous viscoelastic model for gravity waves on an ice-covered ocean

(2019) Hua Chen et al.   EUROPEAN JOURNAL OF MECHANICS B-FLUIDS

Investigation on the effects of versatile deformating bed on a water wave diffraction problem

(2018) Manas Ranjan Sarangi et al.   OCEAN ENGINEERING

Flexural gravity wave motion over poroelastic bed

(2016) S. Das et al.   WAVE MOTION

Internal waves coupled to surface gravity waves in three dimensions

(2015) Walter Craig et al.   Communications in Mathematical Sciences

A review of Very Large Floating Structures (VLFS) for coastal and offshore uses

(2015) Miguel Lamas-Pardo et al.   OCEAN ENGINEERING

Elastic Bottom Effect on Trapped Waves in a Two-Layer Fluid

(2015) Sunanda Saha et al.   International Journal of Applied Mechanics

Oblique wave scattering by undulating porous bottom in a two-layer fluid: Fourier transform approach

(2014) Srikumar Panda et al.   GEOPHYSICAL AND ASTROPHYSICAL FLUID DYNAMICS

Oblique wave scattering by an impermeable ocean-bed of variable depth in a two-layer fluid with ice-cover

(2012) S. Mohapatra et al.   ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK

Surface gravity wave interaction with elastic bottom

(2010) S.C. Mohapatra et al.   APPLIED OCEAN RESEARCH

Water wave scattering by bottom undulations in an ice-covered two-layer fluid

(2009) Paramita Maiti et al.   APPLIED OCEAN RESEARCH

Oblique flexural gravity-wave scattering due to changes in bottom topography

(2009) D. Karmakar et al.   JOURNAL OF ENGINEERING MATHEMATICS

Water waves over a random bottom

(2009) W. CRAIG et al.   JOURNAL OF FLUID MECHANICS

A High-Order Spectral Method for Nonlinear Water Waves over Moving Bottom Topography

(2007) Philippe Guyenne et al.   SIAM JOURNAL ON SCIENTIFIC COMPUTING