The uniform expansion of the universe causing galaxies to recede and redshift proportionally to distance.The Hubble flow is the large-scale, uniform expansion of the universe in which galaxies recede from each other at speeds proportional to their distance. This relationship, known as Hubble's law, is a direct consequence of space itself stretching, rather than galaxies moving through a static space. The expansion is observed as a systematic redshift of light from distant galaxies, with more distant galaxies appearing to recede faster.
Edwin Hubble's 1929 observations of galaxy redshifts and distances established the linear relationship, building on earlier theoretical work by Georges Lemaître and Alexander Friedmann.
The expansion of space stretches the wavelength of light traveling through it, causing a redshift proportional to the distance traveled. On top of this smooth expansion, galaxies have additional 'peculiar velocities' from local gravitational interactions, which can slightly shift their observed redshift. The Hubble flow provides the cosmic backdrop against which these local motions are measured, allowing astronomers to separate the universe's overall expansion from the gravitational dance of individual galaxies.
The Hubble flow is the basis for measuring cosmic distances and mapping the large-scale structure of the universe, as well as for calibrating the expansion rate (Hubble constant) used in cosmological models.
The Hubble flow is so uniform that after subtracting local gravitational effects, galaxies in the distant universe recede with a precision that allows cosmologists to measure the expansion rate to within a few percent.
| H(z) | variable | Hubble parameter at redshift z — hubble parameter kilometre per second per megaparsec |
| H_0 | variable | Hubble constant at present epoch — hubble constant kilometre per second per megaparsec |
| z | variable | Cosmological redshift — redshift |
| Ω_m | variable | Matter density parameter — density parameter |
| Ω_Λ | variable | Dark energy density parameter — density parameter |
| √ | operator | Takes the square root of the enclosed expression — square root |
| v | variable | Recessional velocity of a galaxy — velocity metre per second |
| H | variable | Hubble parameter (time-dependent) — hubble parameter per second |
| d | variable | Proper distance to the galaxy — distance metre |
| S | variable | Surface brightness (flux per unit solid angle per unit area) — surface brightness watt per metre squared per steradian |
| z | variable | Redshift — redshift |
| d | variable | distance to galaxy — distance metre |
| c | variable | speed of light — speed metre per second |
| z | variable | redshift — redshift |
| H_0 | variable | Hubble constant — hubble parameter per second |
| L | variable | Intrinsic luminosity — luminosity watt |
| D_L | variable | Luminosity distance — photometric distance metre |
| F | variable | Observed flux — flux watt per metre squared |
| k(λ) | variable | Extinction curve at wavelength λ — extinction curve |
| E(B-V) | variable | Color excess between B and V bands — color excess |
| π | constant | Ratio of a circle's circumference to its diameter — pi = 3.14159 |
| \Phi | variable | flux (power per unit area) — irradiance watt per square metre |
| d | variable | distance from source — distance metre |










