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Starr, Victor P. (2011)
Publisher: Co-Action Publishing
Journal: Tellus A
Languages: English
Types: Article
For many years the study from certain viewpoints of the theory of gravity waves in a simple fluid has formed one of my scientific occupations. Of late I have been stimulated in this direction by the work of others, for example through the accomplishments of my friend, Professor R. LONG, who in 1956 succeeded in the specification of the more exact solution for the solitary wave problem.DOI: 10.1111/j.2153-3490.1959.tb00013.x
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    • DAVIES,T. V., 1951: The theory of symmetrical gravity waves of finite amplitude. Proc. Roy. SOC.A , 208, 475 -486.
    • EINSTEINA,., 1905: 1st die TrPgheit eines Korpers von seinem Energiegehalt abhingig? Annalen der Physik, 17.
    • LAMBH,., 1932: Hydrodynamics. Cambridge Univ. Press, sixth ed., 738 pp.
    • LEVI-CIVITAT,., 1925 : Determination rigoureuse des ondes permanentes d'ampleur finie. Math. Ann., 93, 264-3 14.
    • LONG,R. R., 1956: Solitary waves in one- and two-fluid systems. Tellus, 8, 460-471.
    • PLATZMANG,. W., 1957: The partition of energy in periodic irrotational waves on the surface of deep water. J. Mar. Rer., 6 , 194-202.
    • RAYLEICHL,ORD,191I : Hydrodynamical notes-Periodic waves in deep water advancing without change of type. Phif. Mag., 21, 177-195.
    • STARRV, . P., 1947 a: A momentum integral for surface waves in deep water. J. Mar. Res., 6, 126-135.
    • - , 1947 b: Momentum and energy integrals for gravity waves of finite height.]. Mar. Res., 6, 175-193.
    • - ,1948 :Estimates of water transport produced by wave action.]. Mar. Res. 7 , 1-9.
    • - , 1951: Review of progress in the study of gravity waves. Hydrodynamics in Modern Technology, M.I.T., 153-154.
    • STAREV,. P., and PLATZMANG,. W., 1948: The transmission of energy by gravity waves of finite height. J. Mar. Res. 7, 229-238.
    • STOKESG, . G., 1847: On the theory of oscillatory waves. Trans. Camb. Phif. Soc., 8, 441-455.
    • STRUIKD,. J., 1926: DCtermination rigoureuse des ondes irrotationneller pkriodiques dans un canal B profondeur finie. Math. Ann., 95, 595-634.
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