unit

kilometer per second per megaparsec

The standard unit for the Hubble constant, expressing velocity per unit distance.
12 related articles

Description

The kilometer per second per megaparsec (km/s/Mpc) is the standard unit for the Hubble constant, which describes the rate of expansion of the universe. It expresses how fast galaxies recede from us per unit distance. This unit is fundamental in cosmology, as it quantifies the expansion rate and helps determine the age and fate of the universe.

History

The unit was established after Edwin Hubble's 1929 discovery of the expansion of the universe, though the concept of a constant expansion rate was earlier proposed by Georges Lemaître.

How it works

The Hubble constant is measured by observing the redshift of distant galaxies and estimating their distances. The unit km/s/Mpc means that for every megaparsec (about 3.26 million light-years) of distance, a galaxy's recession velocity increases by the given number of kilometers per second. Measurements from different methods, such as Cepheid variables, supernovae, and cosmic microwave background, sometimes yield slightly different values, leading to the 'Hubble tension'.

In practice

It is used to calculate the age of the universe, map cosmic expansion, and test cosmological models, including dark energy theories.

Fun fact

The Hubble constant is often cited as about 70 km/s/Mpc, meaning a galaxy 1 megaparsec away moves away at 70 km/s, and one 10 megaparsecs away at 700 km/s.

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Related articles · 12

Cosmology2026-08-102 minarXiv:2608.10163
Fossil Clocks: How Relic Galaxies Measure the Expansion of the Universe
In the heart of an old city stands a clock tower whose hands have never been adjusted since it was built. By how far it runs slow, you can calculate how much time has stretched since then. In space, the role of such towers is played by relic galaxies — dense stellar systems that formed in the first few billion years and have since neither merged with neighbors nor given birth to new stars.
Cosmology2026-08-062 minarXiv:2608.06247
A Tailwind for Six Runners: How Peculiar Velocities Skewed the Hubble Constant
Six runners sprint down the track, and officials time their speed without noticing a tailwind. The wind blows at their backs, and the stopwatches show a better result than the truth. Roughly this is how six megamasers — natural cosmic lasers in distant galaxies — misled astronomers measuring the expansion rate of the universe.
Cosmology2026-08-022 minarXiv:2608.00923express
Neutrinos Reveal the Universe's Expansion Rate
Measuring distances in the universe is no easy task. Almost all methods rely on light, which can be absorbed by dust, scattered, or distorted along the way. It's like trying to spot a distant lighthouse through fog and haze. Neutrinos are a different story. These ghostly particles pass through anything without noticing obstacles.
math.GM2026-06-292 minarXiv:2607.01265
λ∞: The Tuning Fork for Prime Numbers
Strike a tuning fork. The frequency is 440 Hz. That's the note A — the standard of sound. In the world of numbers, there's a standard too. It's tuned not to sound, but to prime numbers. Though their distribution seems random, it obeys strict laws. All primes resonate together. There's just one value: λ∞ ≈ 0,674036.
Cosmology2026-06-253 minarXiv:2606.26831
The Cosmic Tuning Fork: Why the Universe Plays Two Different Notes
The cosmological orchestra doesn't tune to a single tuning fork. There are two groups of instruments: one listens to the hum of the young universe — the cosmic microwave background, while the other reads notes from mature galaxies and supernovae.
Cosmology2026-05-062 minarXiv:2605.05454
Curved Cosmos: The Secret Life of the Local Universe
The universe abhors monotony. A century ago, Edwin Hubble and Georges Lemaître gave us an elegant picture: an expanding cosmos, smooth as the surface of an inflated balloon.
Cosmology2026-04-192 minarXiv:2604.17660express
How Star Birth Measures the Universe
The universe keeps a tally of every newborn star. Over 13.8 billion years, galaxies have ignited so many stars that their 'census' can reveal the nature of the cosmos itself, just as tree rings reveal past climates.
Cosmology2026-04-061 minarXiv:2604.04408express
The Universe Breathes Unevenly
Cosmologists have measured how fast distant galaxies are receding in different parts of the sky. To do this, they used two kinds of "cosmic rulers": galaxy clusters and a certain type of supernova explosion. Both methods showed the same thing: in one direction, the Universe is expanding slightly faster than in the opposite direction.
Cosmology2026-04-041 minarXiv:2604.03769express
Radio bursts help measure the expansion of the Universe
The Universe is expanding, but at what speed? Astronomers have been arguing for decades about the precise value of the Hubble constant. Two classic methods give slightly different results. Now there's a third — using mysterious radio bursts.
Galaxies2026-03-212 minarXiv:2603.20881express
How to Measure the Distance to Supernova Remnants
When a massive star explodes, its remnants fly apart like fragments of fireworks. But how do we know how far away such an explosion occurred? Astronomers have found a way: they look at the gas clouds that these remnants collide with. The idea is simple. Supernova remnants are often surrounded by clouds of cold molecular gas.
High Energy2026-03-112 minarXiv:2603.10347express
How to Fish a Pulsar Out of the Noise
Rhythmic flashes of a lighthouse in thick fog: that's what searching for pulsars looks like. The lighthouse spins, and its beam periodically sweeps across the telescope. But the fog smears the light, making the period seem slightly different. If the same lighthouse was observed twice, you can compare: the periods should nearly match, and the smearing should be similar.
High Energy2026-03-062 minarXiv:2603.06476express
The Hidden Pulsar in a Globular Cluster
In a dense ball of hundreds of thousands of stars, what astronomers call a globular cluster, radio telescopes have picked up a faint but very steady rhythm. Every 2.45 milliseconds, that's 408 ticks per second, a radio pulse arrives.