Equation of steady-state capillary gravitational-gyroscopic waves on shallow water and Kelvin waves
plane
false
character
On the basis of a spectral asymptotic method developed by the authors, a rigorous derivation is given on the equation of capillary waves on shallow water with consideration of the rotation of the fluid and its stratification. The character of the wave motions described by this equation is investigated, and the existence of capillary Kelvin waves is established. Moreover, the problem of the diffraction of these waves by a half plane is studied.
problem
article
Kelvin waves
1988-09-01
derivation
1988-09
water
rotation
rigorous derivation
2022-05-20T07:18
authors
existence
en
waves
basis
motion
2138-2177
fluid
equations
method
diffraction
https://scigraph.springernature.com/explorer/license/
half plane
consideration
asymptotic method
https://doi.org/10.1007/bf01106940
shallow water
articles
wave motion
capillary waves
stratification
Pure Mathematics
42
10.1007/bf01106940
doi
Gabov
S. A.
1072-3374
Springer Nature
1573-8795
Journal of Mathematical Sciences
Springer Nature - SN SciGraph project
Sveshnikov
A. G.
Mathematical Sciences
6
pub.1015174175
dimensions_id