2006
DOI: 10.1051/0004-6361:20054254
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The influence of numerical parameters on tidally triggered bar formation

Abstract: The joint influence of numerical parameters such as the number of particles N, the gravitational softening length ε and the time-step ∆t is investigated in the context of galaxy simulations. For isolated galaxy models we have performed a convergence study and estimated the numerical parameters ranges for which the relaxed models do not deviate significantly from its initial configuration. By fixing N, we calculate the range of the mean interparticle separation λ(r) along the disc radius. Uniformly spaced value… Show more

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Cited by 22 publications
(45 citation statements)
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“…Our tests varying the number of particles, their ratio and ε confirmed our previous findings (Gabbasov et al 2006) and the results described by Farouki & Salpeter (1994), namely, that unequal mass particles lead to excessive disk heating and models are prone to bar formation. Despite the higher cost paid for increased halo resolution the models are more stable and lead to richer tidal structures being produced in collision simulations below.…”
Section: Galaxy Modelssupporting
confidence: 89%
“…Our tests varying the number of particles, their ratio and ε confirmed our previous findings (Gabbasov et al 2006) and the results described by Farouki & Salpeter (1994), namely, that unequal mass particles lead to excessive disk heating and models are prone to bar formation. Despite the higher cost paid for increased halo resolution the models are more stable and lead to richer tidal structures being produced in collision simulations below.…”
Section: Galaxy Modelssupporting
confidence: 89%
“…Both components consisted of 4×10 6 particles. Such a large number of particles is believed to be sufficient to follow the interaction and bar evolution reliably (Gabbasov et al 2006;Dubinski et al 2009), as well as the effect of the gas (Patsis & Athanassoula 2000).…”
Section: Initial Conditionsmentioning
confidence: 99%
“…Following Gabbasov et al (2006), some empirical formulas are known to assign a value to i in order to minimize errors in the calculation of the gravitational force on a particle i of the mass m i . However, Gadget2 fixes the value of i for each timestep using the minimum smoothing length value of all particles, that is, if h min = min(h i ) for i = 1, 2...N, then i = h min .…”
Section: Evolution Codementioning
confidence: 99%