A study of the effects of electric field on two-dimensional inviscid nonlinear free surface flows generated by moving disturbances
作者： M. J. Hunt , J.-M. Vanden-Broeck
DOI: 10.1007/S10665-014-9766-6
关键词: Electric field 、 Boundary value problem 、 Physics 、 Classical mechanics 、 Mechanics 、 Free surface 、 Inviscid flow 、 Surface tension 、 Electrohydrodynamics 、 Nonlinear system 、 Linear system
摘要: Two-dimensional free surface flows generated by a moving disturbance are considered. The assumed to be potential. effects of electric field, gravity and tension included in the dynamic boundary condition. is chosen distribution pressure at constant velocity. Both linear nonlinear results presented. For some values parameters, theory predicts unbounded displacements surface. It shown that this nonuniformity removed developing weakly theory. There then solutions which perturbations uniform stream others solitary waves with decaying tails.
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