Large amplitude gravitational waves

Autor: Ali, G., Hunter, J. K.

We derive an asymptotic solution of the Einstein field equations which describes the propagation of a thin, large amplitude gravitational wave into a curved space-time. The resulting equations have the same form as the colliding plane wave equations

Externí odkaz: http://arxiv.org/abs/math/9812030

The Government And The Review Body

Autor: Watson, G. I., O'Connor, A. J., Paton, David, Lewis, John, Evans, Robert J., Barter, Antony, Langley, Charles, Gould, R. A., Hardwick, James, Hunter, J. K., Frampton, D. R., Gillison, J. A., Patey, David

Publikováno v: The British Medical Journal, 1970 Jun . 2(5710), 663-665.

Externí odkaz: https://www.jstor.org/stable/20384060

The effect of restorative materials on the adaptation of two bases and a dentin bonding agent to internal cavity walls.

Autor: McConnell, R. J., Boksman, L., Hunter, J. K., Gratton, D. R.

Publikováno v: Quintessence International; Nov1986, Vol. 17 Issue 11, p703-710, 8p

Hamiltonian equations for scale-invariant waves

Autor: Ali G., Hunter J. K., Parker D. F.

Publikováno v: Studies in applied mathematics (Cambr.) 108 (2002): 305–321.
info:cnr-pdr/source/autori:Ali G., Hunter J. K., Parker D. F./titolo:Hamiltonian equations for scale-invariant waves/doi:/rivista:Studies in applied mathematics (Cambr.)/anno:2002/pagina_da:305/pagina_a:321/intervallo_pagine:305–321/volume:108

We use a Hamiltonian formalism to derive equations for weakly nonlinear scale-invariant waves. We apply the results to nonlinear surface waves in elasticity and magnetohydrodynamics that satisfy nonlocal generalizations of the inviscid Burgers equati

Externí odkaz: https://explore.openaire.eu/search/publication?articleId=cnr_________::c22eeca296139edff86b790608ba8be1
https://publications.cnr.it/doc/7638

CANONICAL EQUATIONS FOR NONLINEAR GRAVITATIONAL WAVES.

Autor: ALì, G., HUNTER, J. K.

Publikováno v: Chaotic Universe - Proceedings of the Second Icra Network Workshop; 2000, p525-539, 15p