English

Observational bounds on Dark Matter Admixed Neutron Stars from Gravitational Wave Data

General Relativity and Quantum Cosmology 2026-03-18 v2 Cosmology and Nongalactic Astrophysics High Energy Astrophysical Phenomena

Abstract

Recent gravitational-wave (GW) observations offer a unique opportunity to probe the fundamental nature of compact objects. A growing body of research has focused on exploring the role of dark matter (DM) through the concept of DM-admixed neutron stars (NSs), where the presence of DM can significantly alter key physical properties of NSs, such as their mass, radius, and tidal deformability, ultimately affecting the predicted GW waveform emitted during binary coalescences. In this work, we present a novel observational test that, for the first time, places constraints on the influence of DM inside NSs using real GW data. By reanalyzing signals from events such as GW230529, GW200115, and GW200105, we derive new upper bounds on the DM fraction, FχF_{\chi}, and particle mass, mχm_{\chi}, under the assumption that DM is described by a scalar field with a self-interaction potential. We find that the upper bound on FχF_{\chi} depends on the specific binary system under analysis, indicating that different DM configurations can be consistent with observations in different ways. In particular, the event GW190814 may be compatible with a DM halo configuration. In contrast, the other events analyzed (GW230529, GW200105 and GW200115) are consistent with DM forming a core inside the NS, yielding strong upper bounds on FχF_{\chi}. The corresponding values for the mass scale mχm_{\chi} are also discussed in the text. This work offers a new approach to probing DM in the context of compact NS objects through GW observations.

Keywords

Cite

@article{arxiv.2508.19382,
  title  = {Observational bounds on Dark Matter Admixed Neutron Stars from Gravitational Wave Data},
  author = {Rafael M. Santos and Rafael C. Nunes and Jaziel G. Coelho and Jose C. N. de Araujo},
  journal= {arXiv preprint arXiv:2508.19382},
  year   = {2026}
}

Comments

13 pages, 9 figures Final version