Abstract

In the past decade, the observations of diffuse radio synchrotron emission toward galaxy clusters revealed cosmic-ray (CR) electrons and magnetic fields on megaparsec scales. However, their origin remains poorly understood to date, and several models have been discussed in the literature. CR protons are also expected to accumulate during the formation of clusters and probably contribute to the production of these high-energy electrons. In order to understand the physics of CRs in clusters, combining of observations at various wavelengths is particularly relevant. The exploitation of such data requires using a self-consistent approach including both the thermal and the nonthermal components, so that it is capable of predicting observables associated with the multiwavelength probes at play, in particular in the radio, millimeter, X-ray, andγ-ray bands. We develop and describe such a self-consistent modeling framework, calledMINOT(modeling the intracluster medium (non-)thermal content and observable prediction tools) and make this tool available to the community.MINOTmodels the intracluster diffuse components of a cluster (thermal and nonthermal) as spherically symmetric. It therefore focuses on CRs associated with radio halos. The spectral properties of the cluster CRs are also modeled using various possible approaches. All the thermodynamic properties of a cluster can be computed self-consistently, and the particle physics interactions at play are processed using a framework based on theNaimasoftware. The multiwavelength observables (spectra, profiles, flux, and images) are computed based on the relevant physical process, according to the cluster location (sky and redshift), and based on the sampling defined by the user. With a standard personal computer, the computing time for most cases is far shorter than one second and it can reach about one second for the most complex models. This makesMINOTsuitable for instance for Monte Carlo analyses. We describe the implementation ofMINOTand how to use it. We also discuss the different assumptions and approximations that are involved and provide various examples regarding the production of output products at different wavelengths. As an illustration, we model the clusters Abell 1795, Abell 2142, and Abell 2255 and compare theMINOTpredictions to literature data. WhileMINOTwas originally build to simulate and model data in theγ-ray band, it can be used to model the cluster thermal and nonthermal physical processes for a wide variety of datasets in the radio, millimeter, X-ray, andγ-ray bands, as well as the neutrino emission.

Highlights

  • IntroductionWe present a software dedicated to the self-consistent modeling of the thermal and nonthermal diffuse components of galaxy clusters, for which the main objective is computing accurate and well-characterized multiwavelength predictions for the radio, millimeter, X-ray, γ-ray, and neutrino emission

  • Galaxy clusters are the largest gravitationally bound structures that are decoupled from the expansion of the Universe

  • We develop and describe such a self-consistent modeling framework, called MINOT (modeling the intracluster mediumthermal content and observable prediction tools) and make this tool available to the community

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Summary

Introduction

We present a software dedicated to the self-consistent modeling of the thermal and nonthermal diffuse components of galaxy clusters, for which the main objective is computing accurate and well-characterized multiwavelength predictions for the radio, millimeter, X-ray, γ-ray, and neutrino emission. This software is called MINOT, modeling the intracluster medium (non)thermal content and observable prediction tools. The predictions for associated observables are available in the radio (synchrotron), millimeter (tSZ effect), X-ray (thermal Bremsstrahlung), γ-ray (inverse Compton and hadronic processes), and for neutrino emissions (hadronic processes) This includes surface brightness profiles or maps, spectra, and integrated flux computed with different options.

General overview and structure of the code
Overview of the physical modeling
Code structure
Initialization and parameters
Modeling the physical state of the cluster
10 PeV “Pythia8” “None”
Derived physical properties and observables
Administrative functions
Baseline model and test clusters
Physical modeling of the primary components
Global properties and assumptions
Thermal component
Nonthermal component
Particle interactions in the ICM
Production rate of secondary particles from hadronic interactions
Energy losses
Secondary electrons in the steady-state approximation
Multiwavelength observables
General considerations
Thermal X-ray emission
Thermal Sunyaev-Zel’dovich signal
Inverse Compton emission
Radio synchrotron emission
Comparison to the literature
Thermal gas
Comparison to radio observations
Findings
Conclusions and summary
Full Text
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