Gravitational energy-momentum: The Einstein pseudotensor reexamined
General Relativity and Gravitation 12:2 (1980) 149-154
Abstract:
By using a suitable two-point scalar field, a covariant formulation of the Einstein pseudotensor is given. A unique choice of scalar field is made possible by examining the role of linear and angular momentum in their correct geometric context. It is shown that, contrary to many text-book statements, linear momentum is not generated by infinitesimal coordinate transformations on space-time. Use is made of the nonintersecting lifted geodesies on the tangent bundle, TM, to space-time, to define a globally regular three-dimensional Lagrangian submanifold of TM, relative to an observer at some point z in space-time. By integrating over this submanifold rather than a necessarily singular spacelike hypersurface, gravitational linear and angular momentum, relative to z, are defined, and shown to have sensible physical properties. © 1980 Plenum Publishing Corporation.OBSERVATION AND SIMULATION OF A STRATOSPHERIC SUDDEN WARMING
GEOPHYSICAL JOURNAL OF THE ROYAL ASTRONOMICAL SOCIETY 61:1 (1980) 222-222
Incorporation of climatology into a Backus‐Gilbert variational scheme for atmospheric temperature retrieval
Quarterly Journal of the Royal Meteorological Society 105:446 (1979) 803-809
Abstract:
A method is proposed for explicitly incorporating climatological information into a Backus‐Gilbert variational scheme for atmospheric temperature retrieval by a remote sounding radiometer. The method is applied to a study of the retrieval ability of a ground‐based microwave radiometer. Copyright © 1979 Royal Meteorological SocietyOn the magnetic flux linkage of an electrically-conducting fluid: A treatment of the relativistic case using the exterior calculus formalism
Geophysical & Astrophysical Fluid Dynamics Taylor & Francis 12:1 (1979) 177-180
DERRICKS THEOREM IN CURVED SPACE
JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL 12:1 (1979) L17-L19