Post-Newtonian Generation of Gravitational Waves in a Theory of Gravity with Torsion
arXiv:2305.01603 · doi:10.1007/BF00757366
Abstract
We adapt the post-Newtonian gravitational-radiation methods developed within general relativity by Epstein and Wagoner to the gravitation theory with torsion, recently proposed by Hehl et al., and show that the two theories predict in this approximation the same gravitational radiation losses. Since they agree also on the first post-Newtonian level, they are at the present time - observationally - indistinguishable.
arXiv commentPublished version: General Relativity and Gravitation, Vol. 12 (1980) 951-961 doi: 10.1007/BF00757366 arXiv-ed February 1980; LaTeX-ed May 1, 2023
Cited by in corpus (15)
- Metric-Affine Gauge Theory of Gravity: Field Equations, Noether Identities, World Spinors, and Breaking of Dilation Invariance
- Problems with Propagation and Time Evolution in f(T) Gravity
- Torsion waves in metric-affine field theory
- A small guide to variations in teleparallel gauge theories of gravity and the Kaniel-Itin model
- Elie Cartan's torsion in geometry and in field theory, an essay
- Parameterized post-Newtonian limit of general teleparallel gravity theories
- First post-Newtonian -body problem in Einstein-Cartan theory with the Weyssenhoff fluid: equations of motion
- Linearized Gravitational Waves in Nonlocal General Relativity
- Post-Newtonian limit of scalar-torsion theories of gravity as analogue to scalar-curvature theories
- Colliding waves in metric-affine gravity
- The Teleparallel Equivalent of General Relativity and the Gravitational Centre of Mass
- Spontaneous and Explicit Spacetime Symmetry Breaking in Einstein-Cartan Theory with Background Fields
- Energy definition for quadratic curvature gravities
- Pseudo-topological Quasi-local Energy of Torsion Gravity
- Energy-Momentum and Angular Momentum Carried by Gravitational Waves in Extended New General Relativity