Hung-Chu Hsu
Abstract
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We present an exact solution to the nonlinear governing equations for nonlinear edge waves with an underlying longshore current, propagating over a plane-sloping beach. By performing an analysis in Lagrangian variables we describe the flow characteristics in great detail.
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We present an exact solution to the nonlinear governing equations for nonlinear edge waves with an underlying longshore current, propagating over a plane-sloping beach. By performing an analysis in Lagrangian variables we describe the flow characteristics in great detail.
Key concepts: Longshore drift, Nonlinear system, Enhanced Data Rates for GSM Evolution, Plane (geometry), Current (fluid), Lagrangian, Flow (mathematics), Mechanics