Science Wonders
Cosmology · Lemaître 1927 · Hubble 1929

The expanding universe

Every distant galaxy is moving away from us, and the farther it is, the faster it goes. That sounds like we sit at the centre of an explosion. Click any other galaxy to stand there instead, and you will see exactly the same thing.

Cosmic time – Size vs today – Fitted slope H – 1 / slope – Galaxies measured – Redshift z –
Clock
Home galaxy
Show

Click any galaxy in the field to make it home. The plot redraws from there, and the slope comes out the same.

What you're seeing

Galaxies sit on a grid that is being stretched, like raisins in rising dough or dots on an inflating balloon. Nothing moves through space here; the space between them grows. Every distance is multiplied by the same scale factor, so a galaxy twice as far away gains twice as much distance each second.

That is Hubble's law: speed = H × distance. The plot shows each galaxy's speed away from home against its distance. Small random motions scatter the points, as they do in real data, but the fitted slope stays put.

Try this

  • Click a galaxy near the edge to make it home. The view recentres and the slope is unchanged. Every galaxy sees itself at the centre.
  • Pause and drag the clock back. In the past the slope was steeper: the expansion rate H changes over time, and H₀ is just its value today.
  • Press Run the clock backwards. Every galaxy converges on every other one at once, about 1/H₀ ago: roughly 14 billion years.
  • Lower the emission slider. Blue light from a young universe arrives red, then infrared.

Why it's strange

The Big Bang was not an explosion at one point in space. It happened everywhere at once, and every point has an equal claim to be its centre. The galaxies themselves do not stretch, because gravity holds them together; only the gaps between them grow.

Redshift here is not a Doppler shift from motion through space. The light's wavelength stretches by exactly the factor the universe grew while it travelled.

The model uses steady "coasting" growth, where the age is exactly 1/H. The real universe slowed down, then sped up, and the two nearly cancel: its age is 13.8 billion years, against 1/H₀ ≈ 14.0.

Real-world applications

Measuring the whole universe

One straight line on a plot turned into a map of the cosmos, a clock for its age, and one of the biggest open puzzles in physics.

Cosmology

3D maps from redshift surveys

Measure a galaxy's redshift and Hubble's law gives its distance. Surveys such as SDSS and DESI have done this for millions of galaxies and quasars, mapping the cosmic web of filaments and voids in three dimensions.

In the demo: read the plot sideways: speed in, distance out.
Cosmology

The cosmic microwave background

Light released 380,000 years after the Big Bang, when the universe was 1,100 times smaller, left as a 3,000 K orange glow. Stretched by the same factor, it arrives today as 2.7 K microwaves, mapped in detail by COBE, WMAP and Planck.

In the demo: wavelength grows by the same factor as the universe.
Open problem

The Hubble tension

Nearby supernovae and Cepheid stars give H₀ ≈ 73 km/s/Mpc. The early universe, read from the microwave background, predicts about 67. The gap has survived years of checks and may point to new physics.

In the demo: slide H₀ from 67 to 73 and watch the age shift by more than a billion years.
Astrophysics

Dark energy

In 1998 two teams used distant Type Ia supernovae as standard candles and found them dimmer than expected: the expansion is speeding up. The discovery won the 2011 Nobel Prize, and the cause, called dark energy, is still unknown.

In the demo: a changing slope over time is how acceleration shows up.
Astronomy

Seeing the first galaxies

The first galaxies' ultraviolet and visible light has been stretched more than ten times, into the infrared. That is why the James Webb Space Telescope observes in infrared, and how it has found galaxies seen as they were about 300 million years after the Big Bang.

In the demo: push the emission slider down and the blue line leaves the visible.
Physics

The age of everything

1/H₀ gives a ballpark age for the universe of about 14 billion years. It must be older than its oldest stars, and globular cluster stars dated at 12 to 13 billion years agree, a cross-check between two completely different methods.

In the demo: 1 / slope reads the age straight off the plot.