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The GCE equations

Mass ej. from AGB+PNC Mass ej. from O starsd Processes tending to restore the gas 0.8 Mq pc-2 Gyr-1 0.05 Mq pc-2 Gyr-1 [Pg.243]

Sources a Binney Tremaine (1987) b Kulkami Heiles (1987) c Jura (1989) d Pottasch (1984) e Lacey Fall (1985). [Pg.243]

In the standard case there are four variables to be calculated the total system mass M (not counting non-baryonic dark matter), the mass of gas g, the mass existing in the form of stars (including compact remnants) s and the abundance Z of the element(s) of interest, assuming certain initial conditions and laws governing the SFR and flows of material into and out of the system. [Pg.243]

Galactic chemical evolution basic concepts and issues [Pg.244]

The abundance of a stable (i.e. non-radioactive) element in the gas (and in newly formed stars if the ISM is homogeneous) is governed by [Pg.244]


See other pages where The GCE equations is mentioned: [Pg.243]    [Pg.243]    [Pg.245]    [Pg.247]   


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GCE

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