2003
DOI: 10.1051/0004-6361:20030903
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L183 (L134N) Revisited

Abstract: Abstract. We report new 1.2 mm continuum observations of the L183 (=L134N) dark cloud with the MAMBO bolometer array at IRAM. Combined with ISOCAM and ISOPHOT data at 7 and 200 µm, this new observation is not compatible with the results found by Ward-Thompson et al. (1994) with SCUBA and further analysed by Lehtinen et al. (2003) using ISOPHOT data. Only one bright core, with a northern elongation (the ridge) is detected. We show that this core has an average temperature T ≈ 7.6 K ± 0.5 K which is one of the … Show more

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Cited by 41 publications
(45 citation statements)
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“…A few border maximum spatial structures reach low τ m < 10 values. The resulting temperature of the central density peak would be higher than the 7−9 K found by Pagani et al (2003Pagani et al ( , 2004. Thus, spatial structures below the dashed line at τ m < 10 are also not consistent with the observational data.…”
Section: Discussionmentioning
confidence: 68%
“…A few border maximum spatial structures reach low τ m < 10 values. The resulting temperature of the central density peak would be higher than the 7−9 K found by Pagani et al (2003Pagani et al ( , 2004. Thus, spatial structures below the dashed line at τ m < 10 are also not consistent with the observational data.…”
Section: Discussionmentioning
confidence: 68%
“…In this source, the estimated submm dust emissivity is higher than average (see Juvela et al 2015), but for such high opacities the column density derived from dust emission is still likely to be underestimated. Based partly on MIR absorption, the estimated maximum extinction exceeds A V = 100 mag, although only in an area with less than 1 in size (Pagani et al 2003(Pagani et al , 2015. At the resolution of 60 , the observed β values drop from β ∼ 2.0 in the surrounding regions down to β = 1.60 in the central core, the values being measured using 160-500 µm data at a resolution of 1 .…”
Section: Effects Of Temperature Variationsmentioning
confidence: 87%
“…It is instructive to consider also the abundance variations from source to source. Converting column densities into relative abundances requires the molecular hydrogen column density, N H 2 , which we have determined (indirectly) from measurements of the dust emission, using bolometer maps available in the literature (Ward-Thompson et al 1999;Pagani et al 2003;Tafalla et al 2004;Bacmann et al 2000) and smoothing where necessary to a 20 beam. We assumed a dust temperature of 8 K and a 1.3 mm absorption coefficient of κ = 0.01 cm 2 g −1 (see HWFP08).…”
Section: Column Densities and Abundance Ratiosmentioning
confidence: 99%