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Higher order theory for deep water waves
Classical problem of describing characteristics of deep water waves of finite amplitude is considered; method of analysis initially follows that of A.I.Nekrasov, but differs in that nonlinear algebraic equation is derived; this equation is solved to third, fifth, and fifteenth order by using digital computer and data is presented in tabular form; expressions for wave speed and wave shape, predicted by analysis, are compared with results obtained by G.G.Stokes; highest wave in water is also discussed.
Higher order theory for deep water waves
Classical problem of describing characteristics of deep water waves of finite amplitude is considered; method of analysis initially follows that of A.I.Nekrasov, but differs in that nonlinear algebraic equation is derived; this equation is solved to third, fifth, and fifteenth order by using digital computer and data is presented in tabular form; expressions for wave speed and wave shape, predicted by analysis, are compared with results obtained by G.G.Stokes; highest wave in water is also discussed.
Higher order theory for deep water waves
ASCE -- Coastal Eng, Santa Barbara Specialty Conf
Monkmeyer, P.L. (author) / Kutzbach, J.E. (author)
Santa Barbara Specialty Conference ; 1965
1965
26 pages
Conference paper
English
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