Local smoothing effects for the water-wave problem with surface. On the water waves equations with surface tension - Hal. Water wave reflection due to surface tension and floating ice.
Chapter 4: Waves. The zero surface tension limit two-dimensional water waves.
The wind will transfer the most energy to these waves, and they will grow in Gradually these waves will dominate the surface profile of the water, as seen in the. A dimension-breaking phenomenon for water waves with weak surface tension. M. D. Groves*. S. M. Sun†. E. Wahlйn‡. Abstract. It is well known that the.
STRICHARTZ ESTIMATES FOR THE WATER-WAVE PROBLEM
Abstract. Strichartz-type estimates for one-dimensional surface water-waves under surface tension are studied, based on the formulation of the problem as. In this paper the influence of surface tension is allowed for in deriving formulas that submerged vertical wave-makers in water of infinite depth. For this purpose.
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NONLINEAR GRAVITY AND CAPILLARY-GRAVITY WAVES. Download full text - Taylor & Francis Online. Strichartz-type estimates for one-dimensional surface water-waves under surface local smoothing effects are obtained for water waves under surface tension.
The effect of surface tension on trapped modes in water wave. Solitary water waves with weak surface tension.
The zero surface tension limit of two-dimensional water waves.
A noncontacting technique for measuring surface tension of liquids
Solitary water waves with weak surface tension. Erik Wahlen. Abstract. I will discuss some recent progress in the theory of solitary water waves with weak surface. Finally, the importance of surface tension effects on steep waves is studied. ( 1993) on resonant interactions among surface water waves, Banner & Peregrine. CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): We consider two-dimensional water waves of infinite depth, periodic in the.
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