Calculate Galactic Postition

 Calculate Galactic Postition

G - L 

T Total Distance

Q Quantum Position

V Visable Value

G Gravitational Wave

G Graviton

O Observed

M Mass

G  -18b° - c2024  Q  V  G°  G·  O^1  M*     Af

                                                                                   

                                                                                            

                                           

Red + 

Blue -

Pink +

Green -

Gold + - z 

Pink -

Green +

                                                               

                                                                             

Q = P × p² × v × O × 10^9

	Equation	Variables
Light Travel Time	$t = \frac{d}{c}$	$t$ = Light travel time $d$ = Distance $c$ = Speed of light
Lookback Time	$t_{\text{lookback}} = \frac{1}{H_0} \int_{0}^{z} \frac{dz'}{(1 + z') \sqrt{\Omega_m (1 + z')^3 + \Omega_{\Lambda}}}$	$t_{\text{lookback}}$ = Lookback time $H_0$ = Hubble constant $z$ = Redshift $\Omega_m$ = Density parameter for matter $\Omega_{\Lambda}$ = Density parameter for dark energy
Comoving Distance	$D_c = \frac{c}{H_0} \int_{0}^{z} \frac{dz'}{(1 + z') \sqrt{\Omega_m (1 + z')^3 + \Omega_{\Lambda}}}$	$D_c$ = Comoving distance Other variables as defined above
Angular Diameter Distance	$D_A = \frac{D_c}{1 + z}$	$D_A$ = Angular diameter distance $D_c$ = Comoving distance $z$ = Redshift
Luminosity Distance	$D_L = D_c \times (1 + z)$	$D_L$ = Luminosity distance $D_c$ = Comoving distance $z$ = Redshift