2018
DOI: 10.3847/1538-4365/aaa42c
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A Radio Continuum Study of Dwarf Galaxies: 6 cm Imaging of LITTLE THINGS

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Cited by 29 publications
(39 citation statements)
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“…It is interesting that despite the fact that these two regions appear to be good SNR candidates, they do not exhibit any bright emission in the radio continuum. Only a faint source of the non-thermal radio continuum could be identi-fied between the regions MH7 and d in the images presented by Hindson et al (2018). This fact does not contradict their identification as SNRs.…”
Section: Regions Mh7 and D (Complex 3): Snr Candidatesmentioning
confidence: 64%
See 1 more Smart Citation
“…It is interesting that despite the fact that these two regions appear to be good SNR candidates, they do not exhibit any bright emission in the radio continuum. Only a faint source of the non-thermal radio continuum could be identi-fied between the regions MH7 and d in the images presented by Hindson et al (2018). This fact does not contradict their identification as SNRs.…”
Section: Regions Mh7 and D (Complex 3): Snr Candidatesmentioning
confidence: 64%
“…The most interesting fact is that the only bright (1.4 mJy) radio continuum point-like source in the galaxy according to the VLA observations presented in Hindson et al (2018) (see fig. 20 there) clearly coincides with the MH20a region.…”
Section: Mh20 and Mh20a (Complex 4)mentioning
confidence: 89%
“…The evolution of the radio-IR relation has been calibrated on bright detected galaxies in our field, however, it has not yet been tested for lowmass galaxies. Local studies show that dwarf galaxies are often fainter than expected in radio continuum emission (e.g., Bell 2003;Leroy et al 2005;Paladino et al 2006;Filho et al 2019), with studies such as Hindson et al (2018) suggesting that the non-thermal synchrotron emission is suppressed. Measuring the radio-SED for a range of representative galaxies will be essential to resolve these issues.…”
Section: Systematic Uncertaintiesmentioning
confidence: 99%
“…We solve equations (8) and (9) with the vacuum boundary conditions and symmetry conditions (19) for a range of the disc aspect ratios and a range of R 0 in the rotation curve (4) to obtain D c and then the |D c | Figure 2. As in Fig.…”
Section: Critical Rotation Speedmentioning
confidence: 99%