# Monte Carlo Simulations of Thermal Comptonization Process in a Two   Component Advective Flow around a Neutron Star

**Authors:** Ayan Bhattacharjee, Sandip K. Chakrabarti

arXiv: 1901.00842 · 2019-01-04

## TL;DR

This study uses Monte Carlo simulations to analyze how thermal Comptonization in a two-component accretion flow around a neutron star affects spectral properties, revealing how accretion rates, boundary layer temperature, and inclination angle influence spectral hardness.

## Contribution

It introduces a detailed Monte Carlo simulation framework for modeling spectral properties of neutron star accretion flows considering multiple physical parameters.

## Key findings

- Spectral hardness increases with higher halo accretion rate.
- Boundary layer temperature significantly influences spectral shape.
- Inclination angle affects spectral hardening.

## Abstract

We explore spectral properties of a Two-Component Advective Flow (TCAF) around a neutron star. We compute the effects of thermal Comptonization of soft photons emitted from a Keplerian disc and the boundary layer of the neutron star by the post-shock region of a sub-Keplerian flow, formed due to the centrifugal barrier. The shock location $X_s$ is also the inner edge of the Keplerian disc. We compute a series of realistic spectra assuming a set of electron temperatures of the post-shock region $T_{CE}$, the temperature of the normal boundary layer (NBOL) $T_{NS}$ of the neutron star and the shock location $X_s$. These parameters depend on the disc and halo accretion rates ($\dot{m_d}$ and $\dot{m_h}$, respectively) which control the resultant spectra. We find that the spectrum becomes harder when $\dot{m}_h$ is increased. The spectrum is controlled strongly by $T_{NS}$ due to its proximity to the Comptonizing cloud since photons emitted from the NBOL cool down the post-shock region very effectively. We also show the evidence of spectral hardening as the inclination angle of the disc is increased.

## Full text

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Source: https://tomesphere.com/paper/1901.00842