wcosmo.wcosmo.luminosity_distance#
- wcosmo.wcosmo.luminosity_distance(z, H0, Om0, w0=-1, method='pade')[source]#
Compute the luminosity distance using an analytic integral of the Pade approximation.
\[d_L = (1 + z') d_{H} \int_{0}^{z} \frac{dz'}{E(z'; \Omega_{m,0}, w_0)}\]- Parameters:
- z: array_like
Redshift
- H0: array_like
The Hubble constant in km/s/Mpc
- Om0: array_like
The matter density fraction
- w0: array_like
The (constant) equation of state parameter for dark energy
- Returns:
- luminosity_distance: array_like
The luminosity distance in Mpc