2015
DOI: 10.1051/0004-6361/201425084
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Brightness temperature constraints from interferometric visibilities

Abstract: Context. The brightness temperature is an effective parameter that describes the physical properties of emitting material in astrophysical objects. It is commonly determined by imaging and modeling the structure of the emitting region and estimating its flux density and angular size. Aims. Reliable approaches for visibility-based estimates of brightness temperature are needed for interferometric experiments in which poor coverage of spatial frequencies prevents successful imaging of the source structure, for e… Show more

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Cited by 36 publications
(56 citation statements)
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“…The observed brightness temperature in jets is mostly affected by the transverse dimension of the flow and it may differ systematically from estimates obtained on the basis of representing the jet structure with Gaussian components (Lobanov 2015). In this case, constraints on the jet brightness temperature can also be found directly from visibility amplitudes and their errors, providing the minimum brightness temperature, T b,min , and an estimate of the formal maximum brightness temperature, T b,max that can be obtained under the condition that the structural detail sampled by the given visibility is resolved.…”
Section: Brightness Temperaturementioning
confidence: 74%
See 1 more Smart Citation
“…The observed brightness temperature in jets is mostly affected by the transverse dimension of the flow and it may differ systematically from estimates obtained on the basis of representing the jet structure with Gaussian components (Lobanov 2015). In this case, constraints on the jet brightness temperature can also be found directly from visibility amplitudes and their errors, providing the minimum brightness temperature, T b,min , and an estimate of the formal maximum brightness temperature, T b,max that can be obtained under the condition that the structural detail sampled by the given visibility is resolved.…”
Section: Brightness Temperaturementioning
confidence: 74%
“…In this case, constraints on the jet brightness temperature can also be found directly from visibility amplitudes and their errors, providing the minimum brightness temperature, T b,min , and an estimate of the formal maximum brightness temperature, T b,max that can be obtained under the condition that the structural detail sampled by the given visibility is resolved. For further details, we refer the reader to Lobanov (2015).…”
Section: Brightness Temperaturementioning
confidence: 99%
“…This corresponds to brightness temperature of 4.0 × 10 13 K in the rest frame of the source. If the brightness temperature is generally determined by the transverse dimension of the flow, as suggested by the analysis of the MOJAVE visibility data (Lobanov 2015), the inner jet of 0642+449 should have a width of ≈0.15 mas to satisfy the limiting brightness temperature estimated above.…”
Section: C1mentioning
confidence: 99%
“…This value is somewhat lower than the one that should be expected at 1.6 GHz, based on the trend log 10 T b [K] = 13.3 − 1.1 log 10 ν[GHz] that can be obtained from the existing measurements at 5, 15, and 86 GHz (Lobanov et al 2000;Kovalev et al 2005;Dodson et al 2008;Lee et al 2008). However, since the morphology of the emitting region can be different from a simple Gaussian shape, the actual brightness temperature of the emission may differ from the modelfit-based estimates, for instance, if the brightness distribution is smooth and the respective brightness temperature is largely determined mostly by the transverse dimension of the flow (Lobanov 2015). To investigate this possibility, the modelfit-based estimates of T b can be compared with estimates obtained directly from visibility amplitudes and their errors, which yields the absolute minimum brightness temperature, T b,min , and an estimate of the limiting brightness temperature, T b,lim that can obtained from the data under the requirements that the structural detail sampled by the given visibility is resolved (Lobanov 2015).…”
Section: Brightness Temperaturementioning
confidence: 99%
“…If the size of the Gaussian component d is less than d min , given by Equation (3), the latter is used for estimating the lower limit on T b . In addition to this estimate, we also use visibility-based estimates of brightness temperature (Lobanov 2015) and calculate the minimum brightness temperature,…”
Section: Brightness Temperature Estimatesmentioning
confidence: 99%