A solution to the problem of wave interaction with multiple flexible porous barriers is
presented using the Galerkin approximation technique in deep water. The study has …

The effectiveness of dual integral equations for handling mixed boundary value problems
has established them as an important tool for applied mathematicians. Their many …

A model of oblique wave diffraction by multiple arbitrary porous barriers in infinitely deep
water is proposed to study the role of the porous breakwater in mitigating wave effects and …

The work in this paper is concerned with application of a very simple numerical technique
called line element method to solve singular integral equations with weakly singular kernel …

The problems of scattering of water waves by both partially immersed as well as completely
submerged porous barriers are studied in case of water of infinite depth in the case when …

The problem of oblique water wave scattering by three thin vertical barriers in deep water is
investigated here assuming linear theory. The geometrical configurations of the three …

A Note on some Dual Integral Equations Page 1 ry gyww xsge syx eww Á F engewF w thF we
hF VH @PHHHA QD PHS––PIH f nerje D FY u rD gF gF e xote on some hu l sntegr l iqu tions …

The thesis is concerned with a study of numerical solution of integral equations with regular
and singular kernel by boundary element method and their applications to water wave scat …

In the present paper, a boundary value problem associated with scattering or radiation of
water waves involving a vertical barrier present in deep water is reduced to dual integral …

Water wave scattering by barriers | CiNii Research CiNii 国立情報学研究所 学術情報
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