Critical universe redshift Consider a critical universe Nm = 1 without dark energy (121 = 0) and a local Hubble constant equal to the currently inferred best-value H, ~ 70 (km/s)/Mpc. a. Derive a formula for redshift z versus distance d (in Mpe). b. Show that, for small distances d < c/H, this recovers the simple linear Hubble law cz = Hd.
c. Compute the time since the Big Bang (in Gyr). d. Compare this time to the age of a globular cluster with a main-sequence turnoff at luminosity Lto = 0.75L.. e. What does this say about the viability of this as a model for our universe? What about closed-universe models with 2m > 1? (Assume the above Hubble- constant measurement is accurate, and that there is no dark energy.)
Critical universe redshift Consider a critical universe Nm = 1 without dark energy (121 = 0) and a local Hubble constant
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Critical universe redshift Consider a critical universe Nm = 1 without dark energy (121 = 0) and a local Hubble constant
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