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NcHICosmoQGRWNcHICosmoQGRW — Radiation plus $w$-fluid model with a quantum generated bounce phase model. |
| enum | NcHICosmoQGRWSParams |
| #define | NC_HICOSMO_QGRW_DEFAULT_H0 |
| #define | NC_HICOSMO_QGRW_DEFAULT_OMEGA_R |
| #define | NC_HICOSMO_QGRW_DEFAULT_OMEGA_W |
| #define | NC_HICOSMO_QGRW_DEFAULT_W |
| #define | NC_HICOSMO_QGRW_DEFAULT_X_B |
GEnum ╰── NcHICosmoQGRWSParams GObject ╰── NcmModel ╰── NcHICosmo ╰── NcHICosmoQGRW
In this model the adiabatic mode $\zeta$ has its mass, speed of sound square $c_s^2$ and frequency square $\nu_\zeta^2$ given by \begin{align} m_\zeta &= 3 \Delta_\bar{K}\sqrt{\Omega_{w0}} x^{-3(1-w)/2}\frac{(1 + w) + 4R/3}{c_s^2}\frac{1}{\sqrt{(1-exp(-2\vert\alpha\vert)) + (1-exp(-3(1-w)\vert\alpha\vert))}}, \\ c_s^2 &= \frac{w (1 + w) + 4R/9}{(1+w) + 4R/3}, \\ \nu_\zeta^2 &= \frac {c_s^2 k^2}{\Omega_{w0} x^{1+3w} ((1-exp(-2\vert\alpha\vert)) + (1-exp(-3(1-w)\vert\alpha\vert)))}, \end{align} where $$R \equiv \frac{\Omega_{r0} x}{\Omega_{w0} x^{3w}}.$$
#define NC_HICOSMO_QGRW_DEFAULT_H0 ncm_c_hubble_cte_planck6_base ()
Default value for $H_0$.
#define NC_HICOSMO_QGRW_DEFAULT_OMEGA_R (1.0e-5)
Default $\Omega_{r0}$.
#define NC_HICOSMO_QGRW_DEFAULT_OMEGA_W (1.0 - NC_HICOSMO_QGRW_DEFAULT_OMEGA_R)
Default $\Omega_{w0}$.
“H0-fit” property“H0-fit” gboolean
H_0:fit.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: FALSE
“Omegar” property “Omegar” double
\Omega_{r0}.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: 1e-05
“Omegar-fit” property“Omegar-fit” gboolean
\Omega_{r0}:fit.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: TRUE
“Omegaw” property “Omegaw” double
\Omega_{w0}.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: 0.99999
“Omegaw-fit” property“Omegaw-fit” gboolean
\Omega_{w0}:fit.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: TRUE
“w-fit” property“w-fit” gboolean
w:fit.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: FALSE
“xb-fit” property“xb-fit” gboolean
x_b:fit.
Owner: NcHICosmoQGRW
Flags: Read / Write
Default value: FALSE