Titlebook: Dynamics of Surface Waves in Coastal Waters; Wave-Current-Bottom Hu Huang Book 2009Latest edition Springer-Verlag Berlin Heidelberg 2009 H

違法事實

hypertension

Work Out Engineering Thermodynamics for comparison, concerning currents, shallow and deep water waves, and surface capillary waves. Fourthly, a third-order solution for surface gravity short-crested waves with a uniform current in finite depth is obtained, giving exhaustively explicit formulas for the wave force and moment exerted on

Repatriate

Surface Capillary-Gravity Short-Crested Waves with a Current in Water of Finite Depth, for comparison, concerning currents, shallow and deep water waves, and surface capillary waves. Fourthly, a third-order solution for surface gravity short-crested waves with a uniform current in finite depth is obtained, giving exhaustively explicit formulas for the wave force and moment exerted on

整頓

Book 2009Latest editionamples showing how the theory works, and up-to-date techniques, all of which make it accessible to a wide variety of readers, especially senior undergraduate and graduate students in fluid mechanics, coastal and ocean engineering, physical oceanography and applied mathematics...Hu Huang is a profess

演講

碳水化合物

Preliminaries, is briefly reviewed first, involving two important coastal current models: one-equation model—the mild-slope equation and its variants approximating the vertical structure of surface waves and averaging over variable depth; a shallow water approximation—the Boussinesq-type equations which reduce a

AGOG

Weakly Nonlinear Water Waves Propagating over Uneven Bottoms,olution equations of Liu and Dingemans are pointed out and corrected. These modified equations are then extended to fourth-order with the stability analysis for uniform Stokes waves in which there exist certain fourth-order terms concerning the stability of finite depth waves, and to including the e

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Resonant Interactions Between Weakly Nonlinear Stokes Waves and Ambient Currents and Uneven Bottomsagnitude as the modulation one, the nonlinear resonant wave-current-bottom interactions are considered by using the WKBJ perturbation theory, resulting in synchronous resonance, superharmonic one, and subharmonic one which is investigated in detail to obtain a couple of the governing equations for t

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