2012
DOI: 10.1051/0004-6361/201219599
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General relativistic radiative transfer: formulation and emission from structured tori around black holes

Abstract: We aim to construct a general relativistic radiative transfer formulation, applicable to particles with or without mass in astrophysical settings, wherein ray-tracing calculations can be performed for arbitrary geodesics for a given space-time geometry. The relativistic radiative transfer formulation is derived from first principles: conserving particle number and phase-space density. The formulation is covariant, and transfer calculations are conducted along particle geodesics connecting the emitters and the … Show more

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Cited by 91 publications
(104 citation statements)
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“…To ensure numerical stability, we follow Younsi et al (2012) to express the radiative transfer equation in two coupled differential equations:…”
Section: Radiative Processes and Transfermentioning
confidence: 99%
“…To ensure numerical stability, we follow Younsi et al (2012) to express the radiative transfer equation in two coupled differential equations:…”
Section: Radiative Processes and Transfermentioning
confidence: 99%
“…Fuerst & Wu 2004;Vincent et al 2011;Younsi et al 2012;Younsi & Wu 2015;Dexter 2016;Pu et al 2016). These calculations were performed in post-processing and therefore the effect of radiation forces coupled with the hydrodynamic evolution of the material were not included.…”
Section: Ray-tracing and Radiation Transfer Of Solutionsmentioning
confidence: 99%
“…The radiative-transfer Eq. (16) may itself be reduced to two differential equations (see Younsi et al 2012, for details), yielding…”
Section: Ray-tracing and Radiation Transfer Of Solutionsmentioning
confidence: 99%
“…For an optically thin plasmoid, the emission from all parts within it will reach the observer, and the emission from different location is subject to different relativistic effects. In our calculation, we first generate an ensemble of "emitters" inside the plasmoid sphere and then sum the emission from these emitters, with the corrections for the frequency shifts and Lorentz intensity boosts, using radiative transfer calculations as described in Fuerst & Wu (2007) and Younsi et al (2012). (11) for the case of a plasmoid ejected at rc = 6.5 rg from a Schwarzschild black hole (solid curve) and for the case of a plasmoid ejected at rc = 2.5 rg from a Kerr black hole with a = 0.998 (dashed curve).…”
Section: Emissivity Of the Plasmoidmentioning
confidence: 99%
“…We use a ray-tracing method for radiative transfer, as in Younsi et al (2012), to generate emission images of the plasmoid. The lightcurves are derived from time sequences of the plasmoid images.…”
Section: Time-keeping In the Lightcurve Constructionmentioning
confidence: 99%