2014
DOI: 10.1016/j.newast.2014.01.001
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Density wave formation in differentially rotating disk galaxies: Hydrodynamic simulation of the linear regime

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Cited by 13 publications
(10 citation statements)
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“…Griv et al (2002Griv et al ( , 2006 have predicted analytically that Ω p does not depend on m and therefore each Fourier component of a perturbation in a spatially inhomogeneous system will rotate with the same angular velocity. Recently, Griv & Wang (2014) and Mata-Chávez et al (2014) confirmed this result by computer simulations. Since Ω p is a constant, independent of time, radius or m, each component will remain identical with time, spirals do not wind up and any "mixing" of the spirals is absent.…”
Section: Introductionmentioning
confidence: 58%
See 1 more Smart Citation
“…Griv et al (2002Griv et al ( , 2006 have predicted analytically that Ω p does not depend on m and therefore each Fourier component of a perturbation in a spatially inhomogeneous system will rotate with the same angular velocity. Recently, Griv & Wang (2014) and Mata-Chávez et al (2014) confirmed this result by computer simulations. Since Ω p is a constant, independent of time, radius or m, each component will remain identical with time, spirals do not wind up and any "mixing" of the spirals is absent.…”
Section: Introductionmentioning
confidence: 58%
“…The superposition of selfexcited spiral and circular modes and their linear growth and saturation due to nonlinear effects in dynamically cool collisionless/gas disks have been demonstrated numerically by Laughlin & Różyczka (1996), Griv & Gedalin (2005), Khoperskov et al (2007Khoperskov et al ( , 2012, Michael et al (2012), MataChávez et al (2014) and others. Modern high resolution simulations demonstrate that the self-excited recurrent instabilities can last for a substantial fraction of a Hubble time both in pure stellar and gaseous disks, even in the absence of any cooling (Fujii et al 2011;Baba et al 2013;Griv & Wang 2014).…”
Section: Introductionmentioning
confidence: 99%
“…We have studied the parallelization efficiency and accuracy of our algorithm by means of simulation of the gravitationally unstable collisionless disk [1,20,21]. The calculations were carried out on GPU Nvidia Tesla computers: K20, K40, K80.…”
Section: Resultsmentioning
confidence: 99%
“…On the other hand, several low-m (say, m < 10) density-wave patterns with different number of arms and wavelengths may coexist in the Galaxy (cf. Lin 1971;Bertin et al 1977;Lin & Lau 1979;Griv & Wang 2014;Sellwood 2020). We may consider the multiple-armed spiral structure of the system in terms of several coexisting wave patterns.…”
Section: R E S U Lt S O F C a L C U L At I O Nmentioning
confidence: 99%
“…The wave structure may be excited by real instabilities of small-amplitude gravity perturbations, for instance, those produced by a spontaneous disturbance, i.e. emerged from noise in the initial density and gravitational potential distribution (Lin & Lau 1979;Griv, Gedalin & Yuan 2006;Griv & Wang 2014;Sellwood & Carlberg 2019;Sellwood 2020), a central bar (Feldman & Lin 1973;Korchagin & Marochnik 1975;Romero-Gómez et al 2007;Athanassoula et al 2010;Cheung et al 2013) or a companion system (Goldreich & Tremaine 1979, 1980Bland-Hawthorn et al 2019). The growth rate of the instability which causes initial perturbations to grow to observable amplitudes has a maximum at the radial wavelength λ crit .…”
mentioning
confidence: 99%