An integrable model for undular bores on shallow water
preprint
posted on 2006-02-07, 10:38 authored by Gennady El, Roger GrimshawOn the basis of the integrable Kaup-Boussinesq version of the shallow
water equations, an analytical theory of undular bores is constructed.
The problem of the decay of an initial discontinuity is considered.
History
School
- Science
Department
- Mathematical Sciences
Pages
168869 bytesPublication date
2000Notes
This is a pre-print. The definitive version: EL, G.A. and GRIMSHAW, R.H.J., 2001. Integrable shallow-water equations and undular bores. Studies in Applied Mathematics, 106(2), pp. 157-186Language
- en
