Violent Star Formation 1994
DOI: 10.1017/cbo9780511600159.026
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Metallicity Effects on the Properties of Very Young Star Clusters

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Cited by 56 publications
(102 citation statements)
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“…Our modelling differs from theirs in (a) the metal mixture, especially for what concerns the N/O ratio, which in our grid varies with the metallicity, and (b) the geometry, which is spherical in our case and plane-parallel geometry in García-Vargas et al (1995a).…”
Section: Continuum Shape and Intensitymentioning
confidence: 88%
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“…Our modelling differs from theirs in (a) the metal mixture, especially for what concerns the N/O ratio, which in our grid varies with the metallicity, and (b) the geometry, which is spherical in our case and plane-parallel geometry in García-Vargas et al (1995a).…”
Section: Continuum Shape and Intensitymentioning
confidence: 88%
“…It is important to note that using a zeroage SED is roughly equivalent to using a single stellar atmosphere model with T eff between 45 000 and 50 000 K (cf. MasHesse & Kunth 1991;García-Vargas et al 1995a), with the exact value depending on metallicity. One of the conclusions of these authors, specifically that Hii regions can be modelled with zero-age SEDs, contrasts with the philosophy underlying evolutionary synthesis models, which are in their essence evolutionary.…”
Section: Continuum Shape and Intensitymentioning
confidence: 99%
“…There are copious studies related to the existence and modeling of a M − m max correlation (for instance, Reddish 1978;Larson 1982;Vanbeveren 1982;García-Vargas & Díaz 1994;García-Vargas et al 1995;Elmegreen 1997Elmegreen , 1999Elmegreen , 2000 Kroupa et al 2011). Some of these articles give an explicit formulation of this relation, while others propose that it is a physical relation that links both quantities.…”
Section: Literature On the M − M Max And The N − M Max Correlationsmentioning
confidence: 99%
“…Let us consider the case of García-Vargas & Díaz (1994) and García-Vargas et al (1995) as an example of this interpretation. They assume that the IMF is not a probability distribution but an exact analytical law, φ GV (m) = k(M) × φ(m), where k(M) is a renormalization constant that, because M is the exact value of the amount of gas transformed into stars, verifies…”
Section: The Imf As An Exact Analytical Lawmentioning
confidence: 99%
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