2016
DOI: 10.1093/mnrasl/slw124
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Three-dimensional orientation of compact high velocity clouds

Abstract: We present a proof-of-concept study of a method to estimate the inclination angle of compact high velocity clouds (CHVCs), i.e. the angle between a CHVC's trajectory and the line-of-sight. The inclination angle is derived from the CHVC's morphology and kinematics. We calibrate the method with numerical simulations, and we apply it to a sample of CHVCs drawn from HIPASS. Implications for CHVC distances are discussed.

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Cited by 6 publications
(4 citation statements)
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“…Its orbit is highly inclined and prograde, so that the Smith Cloud's v elocity relativ e to the ambient gas would expected to be much less than V tot . Heitsch et al ( 2016 ) proposed a method to reconstruct the three-dimensional cloud propagation direction required to calculate V tot , based on the cloud morphology in the position-velocity plane and v LSR . Applying the method to a subset of clouds identified in HIPASS (Putman et al 2002 ), they estimate V tot of up to > 300 km s −1 for a few clouds.…”
Section: Impact Velocitymentioning
confidence: 99%
“…Its orbit is highly inclined and prograde, so that the Smith Cloud's v elocity relativ e to the ambient gas would expected to be much less than V tot . Heitsch et al ( 2016 ) proposed a method to reconstruct the three-dimensional cloud propagation direction required to calculate V tot , based on the cloud morphology in the position-velocity plane and v LSR . Applying the method to a subset of clouds identified in HIPASS (Putman et al 2002 ), they estimate V tot of up to > 300 km s −1 for a few clouds.…”
Section: Impact Velocitymentioning
confidence: 99%
“…In the theory of turbulent fragmentation, cores form in layers assembled at the convergence of large-scale flows or in shells swept up by expanding nebulae such as HII regions, stellar wind bubbles and supernova remnants. Numerical simulations indicate that these cores are delivered by a complex interplay between shocks, thermal instabil-ity, self-gravity and magnetic fields, moderated by thermal and chemical microphysics and radiation transfer (Bhattal et al, 1998;Klessen, 2001;Bonnell, 2005, 2006;Vázquez-Semadeni et al, 2007;Padoan et al, 2007;Banerjee et al, 2009;Heitsch et al, 2011;Walch et al, 2012). Due to the anisotropies introduced by shocks, magnetic fields, and self-gravity, these layers and shells tend to break up first into filaments from which cores then condense, in particular at the places where filaments intersect.…”
Section: Phenomenology Of Core Growth Collapse and Fragmentationmentioning
confidence: 99%
“…Clearly, modeling the connections would require further investigation, notably the determination of the 3D orientation of complex C and its neighbors (Heitsch et al 2016). A locus of velocities and distances might also constrain the "orbits" of the gas complexes (e.g., Lockman et al 2008, for the Smith Cloud) and possible related galactic progenitors.…”
Section: Large-scale View From Ebhismentioning
confidence: 99%