Description Usage Arguments Details Value Author(s) References See Also Examples
Determine the age of a galaxy given its redshift and a formation redshift
1 |
z |
measured redshift, scalar or vector |
zform |
redshift of galaxy formation, scalar or vector |
h0 |
Hubble constant, in km/s/Mpc (default = 70) |
omega_m |
cosmological matter density normalized to the closure density (default = 0.3) |
lambda0 |
cosmological constant normalized to the closure density (default = 0.7) |
k |
cosmological curvature constant (default = 0.0 for a flat Universe) |
q0 |
cosmological deceleration parameter (default = -0.55) |
silent |
if =TRUE, adopted cosmological parameters are not displayed (default=FALSE) |
For a given formation time zform and a measured z, this procedure integrates dt/dz from zform to z using the analytic formula of Gardner (1998, eqn. 7). The integration is implemented by the R function integrate.
The value of assumed formation redshift, zform, must exceed the measured redshift z. To determine the age of the universe at a given redshift, set zform to a large number (e.g. 1000).
age |
age of galaxy, scalar or vector, in years |
Written by W. Landsman Raytheon ITSS April 2000
R adaptation by Arnab Chakraborty (June 2013)
Gardner, J. P., 1998, An extendable galaxy number count model, Publ. Astron. Soc. Pacific, 11, 291-305. http://adsabs.harvard.edu/abs/1998PASP..110..291G
1 | galage(1.5, 25., omega_m=0.3, lambda0=0.0) # result: 3.35 Gyr
|
age_z = 0.2400571[1] 3353324432
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