Interpreting Mass and Radius Measurements of Neutron Stars with Dark Matter Halos

summary

Video file (mp4)

The gist

The gist The high densities of neutron stars (NSs) could provide astrophysical locations for dark matter (DM) to accumulate, and this research explores how DM admixed NSs (DANSs) can significantly

In short

This research numerically simulates neutron stars mixed with dark matter (DANSs) using general relativity to see how dark matter halos affect their X-ray pulses. The study found that the DM distribution determines whether a star has a compact or diffuse halo, which significantly changes observed pulse profiles and mass/radius measurements compared to pure neutron stars. This highlights pitfalls in interpreting electromagnetic data.

Key concepts

Two-Fluid Formalism
This is a method used in general relativity to describe neutron stars that have two distinct fluids: baryonic matter (normal matter) and dark matter. It allows researchers to model the structure of DANSs by solving specific equations that govern how these two components interact under strong gravity.
Baryonic Radius (RB)
This is the boundary where light is emitted from the visible, baryonic surface of a neutron star. It is a key feature used to distinguish between dark matter configurations; if all dark matter is inside this radius, it's a 'dark core'; if it extends beyond, it forms a 'dark halo'.
Dark Halo Types (Compact vs. Diffuse)
The study classifies DANSs based on the DM mass distribution relative to the baryonic radius. A compact halo has most dark matter inside RB, while a diffuse halo has most of its dark matter extending outside RB, leading to different gravitational lensing effects.
Gravitational Self-Lensing
This phenomenon describes how the presence of surrounding mass, including dark matter halos outside the star's visible surface, bends and distorts the path of light emitted from the star. Analyzing this bending helps constrain the mass and radius parameters of DANSs.

Terminology used across episodes

This episode discusses

The paper

Interpreting Mass and Radius Measurements of Neutron Stars with Dark Matter Halos · Read on arXiv

Department of Physics, University of Alberta

The high densities of neutron stars (NSs) could provide astrophysical locations for dark matter (DM) to accumulate. Depending on the DM model, these DM admixed NSs (DANSs) could have significantly different properties than pure baryonic NSs, accessible through X-ray observations of rotation-powered pulsars. We adopt the two-fluid formalism in general relativity to numerically simulate stable configurations of DANSs, assuming a fermionic equation of state (EOS) for the DM with repulsive self-interaction. The distribution of DM in the DANS as a halo affects the path of X-rays emitted from hot spots on the visible baryonic surface causing notable changes in the pulse profile observed by telescopes such as NICER, compared to pure baryonic NSs. We explore how various DM models affect the DM mass distribution, leading to different types of dark halos. We quantify the deviation in observed X-ray flux from stars with each of these halos. We identify the pitfalls in interpreting mass and radius measurements of NSs inferred from electromagnetic radiation and constraining the baryonic matter EOS, if these dark halos exist.

DOI: 10.3847/1538-4357/ad77c1

Transcript

Introduction to the show: ident: Astrophysics Radio. Generated commentary on the latest astrophysics papers.

Vera: We're looking at the paper: "Interpreting Mass and Radius Measurements of Neutron Stars with Dark Matter Halos".

Jocelyn: Here's the gist of the paper. The gist The high densities of neutron stars (NSs) could provide astrophysical locations for dark matter (DM) to accumulate, and this research explores how DM admixed NSs (DANSs) can significantly alter observed X-ray pulse profiles compared to pure baryonic NSs.

Vera: How it works The study adopts the two-fluid formalism in general relativity to numerically simulate stable configurations of DANSs, assuming a fermionic equation of state (EOS) for the DM with repulsive self-interaction.

Jocelyn: This formalism allows for a natural way to distinguish the baryonic radius (RB), where light is emitted, and the dark radius (RD), which marks the outer edge of the region containing dark matter.

Vera: The classification of DANSs into dark cores or dark halos depends on whether all DM exists within RB (dark core) or if it extends beyond RB to form a DM halo (dark halo).

Paper summary: Vera: So what the paper is claiming is that by looking at X-ray pulse profiles, we can start to tell if there's dark matter halo around these neutron stars instead of just assuming they are normal baryonic objects.

Jocelyn: The core thing they do is set up this two-fluid model in general relativity to simulate the stable shapes of these DANSs, using a fermionic equation of state for the dark matter that has repulsive self-interaction.

Subrahmanyan: They are specifically looking at how the distribution of dark matter as a halo influences the path that X-rays take from hot spots on the visible baryonic surface, which causes changes in the pulse profile observed by telescopes like NICER compared to pure baryonic neutron stars.

Vera: They explore how various dark matter models change the mass distribution, which results in different types of dark halos that we can classify.

Jocelyn: They then quantify the deviation in observed X-ray flux for each of these different halo types, which is a way to see what the signal looks like.

Subrahmanyan: The authors also identify some issues when we try to interpret mass and radius measurements of neutron stars that we infer from electromagnetic radiation if these dark halos are present.

Vera: They are looking at how the definition of the baryonic surface isn't straightforward in a single-fluid description, especially since neutron stars emit X-rays from hot spots on their baryonic surface.

Jocelyn: So they use the two-fluid formalism to clearly define the baryonic radius, which is where light is emitted, and the dark radius, which marks the outer edge of that region containing dark matter.

Subrahmanyan: This lets them calculate how much extra light-bending is caused by the dark matter situated outside that baryonic radius.

Conclusion: Vera: The title itself, "Interpreting Mass and Radius Measurements of Neutron Stars with Dark Matter Halos," points to the main challenge we face: how do we know what we are measuring when dark matter is involved?

Jocelyn: The authors, Shawqi and Morsink, they've shown that the distribution of dark matter around these neutron stars can significantly alter their observed X-ray pulse profiles.

Subrahmanyan: What this means for us in the bigger cosmic picture is that if significant amounts of dark matter exist in neutron stars—up to a few percent of the total star mass, as they suggest—it changes how we interpret constraints on the equation of state of dense baryonic matter.

Vera: They show that even if dark matter capture over the entire lifetime isn't super efficient, it can still affect their mass-radius relation.

Jocelyn: The paper suggests that for diffuse halos, the total mass of a DANS is larger than the pure baryonic radius, and in some cases, the curves for MT versus RB overlap with the pure baryonic MR curves.

Subrahmanyan: The main implication is that we need to account for this possibility when we use radio and X-ray observations to constrain dark matter properties; otherwise, our measurements of neutron star properties might be inaccurate.

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