Titlebook: Nonlinear Water Waves; IUTAM Symposium, Tok Kiyoshi Horikawa,Hajime Maruo Conference proceedings 1988 Springer-Verlag, Berlin, Heidelberg 1

發(fā)電機(jī)

T. R. Akylas,Yorgos D. Kantzios. Such alternative workforces can be created or tapped by the introduction of new production techniques that undermine existing skills and jobs, and by ‘runaway’ to a location outside the jurisdiction of the pre-entry shop.

啞巴

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Nonlinear Forced Water Waves in a Shallow Channel near a Cut-off Frequencythe nonlinear response reaches a steady state and exhibits jump phenomena, typical of nonlinear forced oscillations. On the other hand, in the high-surface-tension regime, when dispersion in the KP is positive, there is no sign of a steady state and the response undergoes a recurrence phenomenon.

倫理學(xué)

Precursor Solitons Generated by Threedimensional Disturbances Moving in a Channelwo- dimensional cambered topography moving along the horizontal floor of the water layer. In principle, such a phenomenon can occur in all soliton-bearing systems of various physical and biological contexts. A review of the literature can be found in Wu (1987).

艦旗

館長(zhǎng)

Energy Distribution of Shallow Water Swell under the Maximum Probability Conditionnder this condition the wave energy is assigned to each possible soliton in obedience to the way that is extremely liable to take place. It is revealed that the energy distribution calculated by this approach agrees well with the observed results.

Brochure

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Recent Developments in the Modelling of Unsteady and Breaking Water Wavesoundary conditions. Most subsequent work uses boundary integral formulations. Marker and cell (MAC) methods have also been used to a lesser extent; however they do not appear to be as successful in describing wave overturning and are not described here.