1984
DOI: 10.1086/162176
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Spiral instabilities provoked by accretion and star formation

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Cited by 421 publications
(459 citation statements)
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“…This trend is also followed by the other models with even lower accretion rates (0.9 and 1.8 M yr À1 ). These results confirm the early results by Sellwood & Carlberg (1984) and suggest that gas infall from halo regions, which is demonstrated by our simulations (in Figs. 1 and 2) to be greatly affected by the ICM, is a key parameter for morphological evolution of spirals.…”
Section: Morphological Evolution Of Spirals After Gas Strippingsupporting
confidence: 93%
“…This trend is also followed by the other models with even lower accretion rates (0.9 and 1.8 M yr À1 ). These results confirm the early results by Sellwood & Carlberg (1984) and suggest that gas infall from halo regions, which is demonstrated by our simulations (in Figs. 1 and 2) to be greatly affected by the ICM, is a key parameter for morphological evolution of spirals.…”
Section: Morphological Evolution Of Spirals After Gas Strippingsupporting
confidence: 93%
“…A similar conclusion was also proposed by Dobbs & Bonnell (2008). They take a time-dependent gravitational potential from N -body simulations of Sellwood & Carlberg (1984), and run 3-D, two-phase (i.e. cold and warm) SPH simulations.…”
Section: Interplay Between Gas and Stellar Spiralssupporting
confidence: 68%
“…In other words, it is hard to produce 'steady' spirals that can be understood by Lin and Shu's density wave theory, in time-dependent simulations of collisionless disks. For example, Sellwood & Carlberg (1984), using 2D, particle-mesh simulations, pointed out that spirals become faint in about ten rotations (∼ a few Gyrs) †. In order to keep spirals for many rotations, they claimed that some mechanisms to reduce the velocity dispersion of stars are necessary.…”
Section: Evolution Of Pure Stellar Disksmentioning
confidence: 99%
“…Recurrent spiral instabilities have been reported by Sellwood & Carlberg (1984) and Sellwood & Lin (1989) in their simulations of self gravitating discs. It was argued by Toomre & Kalnajs (1991) that these transient spiral density waves are due to the swing-amplification mechanism as first formulated by Toomre (1981).…”
Section: Spiral Structure Longevitymentioning
confidence: 83%