Physical Chemistry (incl. Structural)
conditions
articles
angle θ
symmetric solutions
Einstein equations
2022-08-04T16:51
energy
terms
forγ
solution
static
https://doi.org/10.1007/bf02746748
equations
values
line source
length
1985-12
vacuum
source
co-ordinate mapping
parameter γ
canonical form
γ/2
TheγA-metric in a canonical form is a solitonic solution to the Einstein field equations in vacuum and represents a semi-infinite Weyl source located on the lower half on the z-axis forγ ± 0;γ ± 1. The co-ordinate transformationr → (λr)n,t →λn(1-λ)t withn = 1, 2,..., as λ → 0 is a mapping which maps the Weyl source with density γ/2 and length 2m into a semi-infinite line source with densityγ/2, located on the lower half of the z-axis. When terms of the orderλn(3-λ) are kept, a nonvacuum solution is taken. It satisfies certain conditions of energy for different values of the angle θ and the parameter γ.
lower half
article
half
https://scigraph.springernature.com/explorer/license/
mapping
z-axis
effect
497-502
withn
Effects of a co-ordinate mapping on a particular glass of static, axially symmetric solutions to the Einstein equations
solitonic solutions
particular glass
different values
certain conditions
Einstein field equations
1985-12-01
glass
form
field equations
false
nonvacuum solution
dimensions_id
pub.1039149581
doi
10.1007/bf02746748
7
Papadopoulos
D.
Springer Nature
1827-613X
Lettere al Nuovo Cimento (1971-1985)
Springer Nature - SN SciGraph project
Department of Astronomy, University of Thessaloniki, Tessaloniki, Greece
Department of Astronomy, University of Thessaloniki, Tessaloniki, Greece
Chemical Sciences
44