@inproceedings{9e5e0ee5c53343f3b67400215d1aec6d,

title = "Quasi-local energy flux",

abstract = "The Hamiltonian includes a boundary term which determines the quasilocal values and the boundary conditions. Using our covariant Hamiltonian formalism we found four particular quasi-local energy-momentum boundary term expressions. Here we show how a fundamental Hamiltonian identity naturally leads to the associated quasi-local energy flux expressions. For electromagnetism one of the four is distinguished by gauge invariance; it gives the familiar energy density and Poynting flux. For Einstein's general relativity two choices correspond to quasi-local expressions which asymptotically give the ADM energy, the Trautman-Bondi energy and, moreover, an associated energy flux. Again there is a distinguished expression: the one which is covariant.",

author = "Nester, {James M.} and Chen, {Chiang Mei} and Tung, {Roh Suan}",

year = "2007",

language = "???core.languages.en_GB???",

isbn = "9812569502",

series = "Gravitation and Astrophysics: On the Occasion of the 90th Year of General Relativity - Proceedings of the 7th Asia-Pacific International Conference, ICGA 2005",

pages = "389--395",

booktitle = "Gravitation and Astrophysics",

note = "null ; Conference date: 23-11-2005 Through 26-11-2005",

}