Analytical coordinate time at first post-Newtonian order
@article{DeFalco2023AnalyticalCT,
title={Analytical coordinate time at first post-Newtonian order},
author={Vittorio De Falco and Emmanuele Battista and John Antoniadis},
journal={Europhysics Letters},
year={2023},
volume={141}
}In this letter, we exploit the Damour-Deruelle solution to derive the analytical expression of the coordinate time in terms of the polar angle. This formula has advantageous applications in both pulsar timing and gravitational-wave theory.
References
SHOWING 1-5 OF 5 REFERENCES
The Motion of a System of Bodies under the Influence of their Mutual Attraction, According to Einstein’s Theory
- Physics
- 1937
The second of us showed2) some time ago how with the aid of fieldequations established by Einstein, the gravitational field of bodies with a given motion can be determined to quantities of the second…
Testing Relativistic Gravity with Radio Pulsars
- Physics
- 2014
Before the 1970s, precision tests for gravity theories were constrained to the weak gravitational fields of the Solar system. Hence, only the weak-field slow-motion aspects of relativistic celestial…
Living Rev. Relativ
- 2014
Gravitational Waves. Vol. 1: Theory and Experiments Oxford Master Series in Physics (Oxford
- 2007
Gravity: Newtonian, Post- Newtonian, Relativistic (Cambridge University
- 2014