Download presentation
Presentation is loading. Please wait.
1
The University of Western Ontario
Observational Characterization of Magnetized Turbulence in Molecular Clouds Martin Houde The University of Western Ontario IAU, Beijing - 21 Aug. 2012
2
Outline Main Observational Methods and Techniques
Polarization Measurements Zeeman Dust mapping * Goldreich-Kylafis Effect (linear polarization) Non-polarimetric Ion-Neutral line widths * New (and newish) Methods Principal Component Analysis (M. Heyer et al.) * Polarization of Atomic Lines (H. Yan) Turbulent Reconnection (A. Lazarian) * Polarization Intensity Gradients (P. M. Koch et al.) Non-Zeeman Circular Polarization Measurements * Explicitly treats turbulence and Magnetic Fields together IAU, Beijing - 21 Aug. 2012
3
Polarization Maps - what are they good for?
OMC-1 - SHARP, 350 and 450 µm E field B field Vaillancourt et al., 2008, ApJ, 679, L25 IAU, Beijing - 21 Aug. 2012
4
Polarization Maps - the CF Equation
turbulent ordered field IAU, Beijing - 21 Aug. 2012
5
Structure Function beam Dotson 1996 Houde et al. 2009, ApJ, 706, 1504
IAU, Beijing - 21 Aug. 2012 Falceta-Conçalves, Lazarian, and Kowal 2008
6
OMC-1 / SHARP - Results IAU, Beijing - 21 Aug. 2012
Houde et al. 2009, ApJ, 706, 1504
7
Simulation “Data” IAU, Beijing - 21 Aug. 2012
Hennebelle et al. 2011, A&A, 528, 72
8
Ambipolar Diffusion Cut-off
Orion KL (SMA) IAU, Beijing - 21 Aug. 2012 Houde et al. 2011
9
Magnetized Turbulence
Autocorrelation function M51 - Effelsberg (100m) + VLA Fletcher et al (MNRAS) Houde et al. 2012 Cho, Lazarian, and Vishniac 2002 IAU, Beijing - 21 Aug. 2012
10
Goldreich-Kylafis Effect (1981)
IAU, Beijing - 21 Aug. 2012
11
Goldreich-Kylafis Effect
Girart et al. 2004; Crutcher 2012 IAU, Beijing - 21 Aug. 2012
12
Goldreich-Kylafis Effect
Hezareh et al. 2012 IAU, Beijing - 21 Aug. 2012
13
Goldreich-Kylafis Effect - A Generalization to Circular Polarization?
Is it possible to have imbalance between the population of the sub-levels leading to the two ? Short answer → no in the ISM... Then, is there another way of generating circular polarization in molecular lines? The answer → very difficult ... ⇒ We should not really expect CP in molecular lines ⇐ IAU, Beijing - 21 Aug. 2012
14
Non-Zeeman Circular Polarization
Cotton et al. 2011, ApJ, 736, 96: SiO masers in AGB star IK Tau IAU, Beijing - 21 Aug. 2012
15
Non-Zeeman Circular Polarization
Circular polarization measurements in Orion KL of the rotational line at GHz with FSPPol at the CSO Is it an instrumental artifact? Measured twice: Nov and Feb. 2012 and... Houde et al. 2012 IAU, Beijing - 21 Aug. 2012
16
Non-Zeeman Circular Polarization
Circular polarization measurements in Orion KL of the rotational line at GHz with FSPPol Result: no CP down to less than approximately 0.1% But the weaker HNCO line has CP at approximately - 2%! Houde et al. 2012 IAU, Beijing - 21 Aug. 2012
17
Model: Photon Scattering
We expect that and will scatter differently off a CO molecule aligned with the B field along B → perp. to B → IAU, Beijing - 21 Aug. 2012
18
Model: Resonant Scattering
We start with an initial condition, e.g., for the parallel state For one scattering the final state becomes After N scatterings IAU, Beijing - 21 Aug. 2012
19
Model: Resonant Scattering
The Zeeman splitting for CO is small (e.g., with ) Remember that the frequency of radiation is GHz and the line width is on the order of 10 MHz... The large number of scattering N is the key. IAU, Beijing - 21 Aug. 2012
20
Model: Resonant Scattering
Effect is proportional to IAU, Beijing - 21 Aug. 2012 Houde et al. 2012
21
Summary Zeeman effect still provides the only direct measurement on B
Several “new” techniques have developed to help characterize magnetized turbulence e.g., Angular dispersion technique New effects have been and are being discovered Goldreich-Kylafis ion-neutral line width comparisons Atomic line polarization turbulent reconnection Circ. pol. through resonant scattering I’m confident there is more to come... IAU, Beijing - 21 Aug. 2012
22
Merci! Western- 24 May 2012
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.