How Post-Newtonian Dynamics Shape the Distribution of Stationary Binary Black Hole LISA Sources in nearby Globular Clusters
Johan Samsing, Daniel J. D'Orazio

TL;DR
This study investigates how Post-Newtonian effects influence the distribution of binary black hole sources in globular clusters, revealing a significant reduction in expected LISA-detectable sources compared to Newtonian predictions.
Contribution
It introduces 2.5PN dynamical modeling to refine predictions of gravitational wave source distributions in globular clusters, challenging previous Newtonian-based estimates.
Findings
2.5PN effects steepen the frequency distribution of non-merging BBHs.
Expected LISA sources at ~10^{-3} Hz are reduced by about two orders of magnitude.
LISA is more likely to detect BBHs that will merge before further interactions.
Abstract
We derive the observable gravitational wave (GW) peak frequency () distribution of binary black holes (BBHs) that currently reside inside their globular clusters (GCs), with and without 2.5 Post-Newtonian (2.5PN) effects included in the dynamical evolution of the BBHs. Recent Newtonian studies have reported that a notable number of nearby non-merging BBHs, i.e. those BBHs that are expected to undergo further dynamical interactions before merger, in GCs are likely to be observable by LISA. However, our 2.5PN calculations show that the distribution of for the non-merging BBH population above Hz scales as instead of the scaling found in the Newtonian case. This leads to an approximately two-orders-of-magnitude reduction in the expected number of GW sources at Hz, which lead us to conclude that observing nearby BBHs with…
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