Modelling polarized X-ray pulses from accreting millisecond pulsars with X-PSI, using different hot spot locations and shapes
Tuomo Salmi, Bas Dorsman, Anna L. Watts, Anna Bobrikova, Alessandro Di, Marco, Vladislav Loktev, Alessandro Papitto, Maura Pilia, Juri Poutanen, John, Rankin

TL;DR
This paper analyzes polarized X-ray pulses from accreting millisecond pulsars using simulations to assess how well neutron star parameters can be constrained with upcoming X-ray polarization missions, highlighting the importance of hot spot size and brightness.
Contribution
It introduces an upgraded simulation code for polarization analysis of X-ray pulses from neutron stars and evaluates the potential to constrain star parameters with future missions.
Findings
Constraints on hot region geometry are limited for large hot spots and low photon counts.
High polarization degree allows better constraints on inclination and hot spot colatitude.
Shape of hot region (circle vs. ring) cannot be distinguished even in optimistic scenarios.
Abstract
We present an analysis of polarized X-ray pulses based on simulated data for accreting millisecond pulsars (AMPs). We used the open-source X-ray Pulse Simulation and Inference code (previously applied to NICER observations), which we upgraded to allow polarization analysis. We provide estimates of how well neutron star (NS) parameters can be constrained for the Imaging X-ray Polarimetry Explorer (IXPE) and find that strong limits on the hot region geometries can be hard to obtain if the emitting hot region is large and the number of polarized photons relatively small. However, if the star is bright enough and the hot regions are small and located so that polarization degree is higher, the observer inclination and hot spot colatitude can be constrained to a precision of within a few degrees. We also found that the shape of the hot region, whether a circle or a ring, cannot be…
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Taxonomy
TopicsHigh-pressure geophysics and materials · Astrophysical Phenomena and Observations · Nuclear Physics and Applications
