2013
DOI: 10.1051/0004-6361/201220735
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Linear polarization of submillimetre masers

Abstract: Context. Once ALMA full polarization capabilities are offered, it will become possible to perform detailed studies of polarized maser emission towards star-forming regions and late-type stars, such as (post-) asymptotic giant branch stars and young planetary nebulae. To derive the magnetic field orientation from maser linear polarization, a number of conditions involving the rate of stimulated emission R, the decay rate of the molecular state Γ, and the Zeeman frequency gΩ need to be satisfied. Aims. The goal … Show more

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Cited by 24 publications
(22 citation statements)
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“…Vlemmings et al 2011) and requires strong anisotropic pumping of the maser transition (Nedoluha & Watson 1994). The low polarization fraction of the H 2 O maser however, fits with the expectation for a non-saturated maser (Pérez-Sánchez & Vlemmings 2013). Dedicated observations over a large range of parallactic angles will allow us to determine both velocity resolved polarization fraction and linear polarization direction, providing constraints on both the circumstellar magnetic field as well as the anisotropic radiation field.…”
Section: Line Polarizationsupporting
confidence: 53%
“…Vlemmings et al 2011) and requires strong anisotropic pumping of the maser transition (Nedoluha & Watson 1994). The low polarization fraction of the H 2 O maser however, fits with the expectation for a non-saturated maser (Pérez-Sánchez & Vlemmings 2013). Dedicated observations over a large range of parallactic angles will allow us to determine both velocity resolved polarization fraction and linear polarization direction, providing constraints on both the circumstellar magnetic field as well as the anisotropic radiation field.…”
Section: Line Polarizationsupporting
confidence: 53%
“…Large Keplerian disks around stars can be used to infer a binary past (e.g., Bujarrabal et al, 2013) even when a binary companion is not seen. Finally, the detection of magnetic fields strengths and geometries in giant stars (e.g., Pérez-Sánchez & Vlemmings, 2013) is a fundamental step to understand how they are generated and the interplay between duplicity and magnetic fields (Nordhaus & Blackman, 2006; Nordhaus, Blackman, & Frank, 2007).
Figure 3. Left panel: ALMA (Section 4.1) observation of the AGB giant R Sculptoris (Maercker et al, 2012).
…”
Section: The Binary Star Toolkitmentioning
confidence: 99%
“…For all other sources, polarisation has not been measured. The cause of this polarisation is currently unknown and further measurements are required in order to ascertain the cause (Goldsmith et al 1988;Pérez-Sánchez & Vlemmings 2013). Due to this, it is difficult to draw firm conclusions about variability with pulsation phase.…”
Section: Relation To Variabilitymentioning
confidence: 99%