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- W47080872 abstract "ABSTRACT A TAIE -A SHTIANI , B. AND N AJAFI -J ILANI , A., 2007. A Higher-order Two-dimensional Boussinesq Wave Model. Journal of Coastal Research, SI 50 (Proceedings of the 9th International Coastal Symposium), 1183 – 1187. Gold Coast, Australia, ISSN 0749.0208 A two-dimensional Boussinesq-type model is presented accurate to O( μ ) 6 , μ = h 0 /l 0 , in dispersion and all consequential order for non-linearity with arbitrary bottom boundary, where h 0 is the water depth and l 0 is the characteristic wave length. The mathematical formulation is an extension of (4,4) the Pade approximant to include varying bottom boundary in two horizontal dimensions. A higher order perturbation method is used for mathematical derivation of the presented model. A two horizontal dimension numerical model is developed based on derived equations using the Finite Difference Method in higher-order scheme for time and space. The numerical wave model is verified successfully in several checks such as wave transition over an arbitrary bottom and the accuracy of numerical results in all cases are acceptable." @default.
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- W47080872 date "2007-12-01" @default.
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- W47080872 title "A Higher-order two-dimensional Boussinesq wave model" @default.
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