2018
DOI: 10.1051/0004-6361/201732023
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MoCA: A Monte Carlo code for Comptonisation in Astrophysics

Abstract: We present a new Monte Carlo code for Comptonisation in Astrophysics (MoCA). To our knowledge MoCA is the first code that uses a single photon approach in a full special relativity scenario, and including also Klein-Nishina effects as well as polarisation. In this paper we describe in detail how the code works, and show first results from the case of extended coronae in accreting sources Comptonising the accretion disc thermal emission. We explored both a slab and a spherical geometry, to make comparison with … Show more

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Cited by 46 publications
(51 citation statements)
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“…(i) An extended corona: we assumed here a lamp-post geometry of the corona for simplicity. However, a more realistic configuration is an extended corona (Wilkins & Fabian 2012;Dovčiak & Done 2016;Tamborra et al 2018;Zhang 2018) that would result in a somewhat different illumination of the disc and thus to different ionisation profile. However, models of irradiation by such an extended corona are not yet available for spectral fitting and are dependent on the physical characteristics and structure of such coronae.…”
Section: Discussionmentioning
confidence: 99%
“…(i) An extended corona: we assumed here a lamp-post geometry of the corona for simplicity. However, a more realistic configuration is an extended corona (Wilkins & Fabian 2012;Dovčiak & Done 2016;Tamborra et al 2018;Zhang 2018) that would result in a somewhat different illumination of the disc and thus to different ionisation profile. However, models of irradiation by such an extended corona are not yet available for spectral fitting and are dependent on the physical characteristics and structure of such coronae.…”
Section: Discussionmentioning
confidence: 99%
“…) as well as polarization has been recently released. Compared to different codes in the literature, such as compTT, compPS, nthcomp (Titarchuk 1994;Poutanen & Svensson 1996;Zdziarski et al 1996;Życki et al 1999), the energy-dependent Klein-Nishina cross section is taken into account (differently from Schnittman & Krolik 2010) and multiple geometries can be tested and investigated (similarly to Beheshtipour et al 2017). Moreover, the Monte Carlo approach implies that no a priori limitations in the parameter space is present.…”
Section: Introductionmentioning
confidence: 99%
“…Others depend on accurate simulations of scattering, be it for high-energy processes (e.g. Pozdnyakov et al 1983;Stern et al 1995;Molnar and Birkinshaw 1999;Cullen 2001;Yao et al 2005;Dolence et al 2009;Ghosh et al 2009Ghosh et al , 2010Schnittman and Krolik 2010;Tamborra et al 2018) or from dust-rich structures (e.g. Witt 1977;Yusef-Zadeh et al 1984;Dullemond and Turolla 2000;Bjorkman and Wood 2001;Gordon et al 2001;Misselt et al 2001;Juvela and Padoan 2003;Niccolini et al 2003;Jonsson 2006;Pinte et al 2006;Bianchi 2008;Pinte et al 2009;Jonsson et al 2010;Baes et al 2011;Robitaille 2011;Whitney 2011;Lunttila and Juvela 2012;Camps et al 2013;P.…”
Section: Historical Sketch Of the Monte Carlo Methodsmentioning
confidence: 99%