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ns1:datePublished "2018-10-30" ;
ns1:datePublishedReg "2018-10-30" ;
ns1:description "In the present paper, oblique wave scattering by a system of semi-infinite floating and submerged elastic plates of different structural parameters is studied under the assumption of small-amplitude waves and structural response in finite water depth. Matched eigenfunction expansion method is used for the solution of the boundary value problem. Numerical results for wave scattering are computed and analyzed for the reflection and transmission coefficients to reveal the effects of the wave and structural parameters. Assuming infinitely extended floating and submerged plates in the horizontal direction, the amplitude ratio and dispersion relation are derived and the behavior of the roots of the dispersion relation is analyzed through a contour plot. Further, group and phase velocities are demonstrated briefly for various wave and structural parameters. The present model is validated by comparing with known results available in the literature for wave scattering by a semi-infinite floating elastic plate in the absence of the submerged plate." ;
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ns1:volumeNumber "29" ],
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ns1:issueNumber "1" ],
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ns1:keywords "Oblique Wave Scattering",
"absence",
"amplitude ratio",
"assumption",
"behavior",
"boundary value problem",
"coefficient",
"contour plots",
"depth",
"different structural parameters",
"direction",
"dispersion relation",
"effect",
"eigenfunction expansion method",
"elastic plate",
"expansion method",
"finite water depth",
"group",
"horizontal direction",
"known results",
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"numerical results",
"oblique waves",
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"ratio",
"reflection",
"relation",
"response",
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"roots",
"scattering",
"small-amplitude waves",
"solution",
"structural parameters",
"structural response",
"submerged plate",
"system",
"transmission coefficient",
"value problem",
"velocity",
"water depth",
"wave scattering",
"waves" ;
ns1:name "Oblique Wave Scattering by a System of Semi-Infinite Floating and Submerged Elastic Plates" ;
ns1:pagination "157-173" ;
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ns1:value "10.1007/s12591-018-0444-4" ] ;
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ns1:sdDatePublished "2022-01-01T18:49" ;
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ns1:name "Springer Nature - SN SciGraph project" ] ;
ns1:url "https://doi.org/10.1007/s12591-018-0444-4" ;
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ns1:name "Mathematical Sciences" .
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ns1:name "Pure Mathematics" .
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ns1:issn "0971-3514",
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ns1:name "Differential Equations and Dynamical Systems" ;
ns1:publisher "Springer Nature" .
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ns1:familyName "Behera" ;
ns1:givenName "Harekrushna" ;
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ns1:alternateName "SRM Research Institute and Department of Mathematics, SRM Institute of Science and Technology, 603203, Kattankulathur, Tamil Nadu, India" ;
ns1:name "SRM Research Institute and Department of Mathematics, SRM Institute of Science and Technology, 603203, Kattankulathur, Tamil Nadu, India" .