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A universe that keeps growing

Explore 13.8 billion years of cosmic history, an early exponential stretch, and a puzzle scientists are still trying to solve.

Our expanding universe

Rewind the cosmic clock

Space between far-apart, freely moving regions grows as the universe expands. Rewind to see how a fixed region of space changes size. The Earth, Solar System and gravitationally bound galaxies do not stretch along with this flow.

Choose a time in cosmic history

Enable JavaScript to explore. The example shows the present day in an approximate cosmological model.

Relative size

1.000

Scale factor · today = 1

Expansion rate

67.4

km/s per megaparsec in this model

Redshift

0.00

z = 1 ÷ scale factor − 1

A region of expanding spaceMarkers trace the same region through time. They are not actual galaxies or planets.
Comoving tracers, not real objects. The display uses a logarithmic size scale so early times remain visible. Read the scale factor for physical size.
How the scale factor changes with cosmic timeScale factor grows from about one eleven-hundredth at first light to one today. Horizontal axis: billions of years since the hot Big Bang. Vertical axis: scale factor.00.250.50.751024681012Billions of years since the hot Big Bang
Redshift describes how light emitted at the selected scale factor would be stretched by today. The curve models the period after early cosmic inflation. It is an educational approximation, not a reconstruction of every stage of the universe.
Read the graph as a table
Selected scale factors in the fixed model
Scale factorTime since hot Big Bang
0.000909366 thousand years
0.010016.6 million years
0.100542.5 million years
0.2502.14 billion years
0.5005.84 billion years
1.0013.79 billion years
An unsolved question

How fast is space expanding today?

Scientists infer today’s expansion rate in different ways. A model fitted to the early universe and measurements of the nearby universe give different answers. This disagreement is called the Hubble tension.

Compare idealised recession speeds

One megaparsec is about 3.26 million light-years. This illustration uses speed = H₀ × distance for an idealised present-day Hubble flow.

Planck · flat ΛCDM

Planck 2018 analysis · published 2020

67.40 ± 0.50

km/s per megaparsec · reported uncertainty

6,740 km/s at 100 Mpc

H₀ Distance Network

Distance-network study · 2026

73.50 ± 0.81

km/s per megaparsec · reported uncertainty

7,350 km/s at 100 Mpc

At 100 Mpc, the two values give recession speeds differing by 610 km/s.

The Planck value is inferred from cosmic microwave background observations under flat ΛCDM. The 2026 H₀ Distance Network combines nearby-distance measurements. These are two examples of current approaches, not the entire field. Their reported errors do not capture every possible model or systematic uncertainty. This comparison does not resolve the tension or prove new physics.

Galaxies also have local motions. This simple relation does not predict a particular galaxy’s observed redshift. The expansion rate changes with cosmic time, so 1 ÷ H₀ is not automatically the age of the universe.

A very early stretch

Cosmic inflation is a different idea

Early cosmic inflation proposes an extremely rapid expansion in the universe’s first tiny fraction of a second. It is distinct from the later expansion shown above—and unrelated to rising shop prices.

Try a mathematical stretch. Each e-fold multiplies a length by e (about 2.718). This control illustrates exponential growth; it does not measure how long inflation lasted or how many e-folds actually occurred.

Explore exponential growth

After 10 e-folds, a length is multiplied by about 22,026.

Exponential stretching on a logarithmic rulerThe ruler shows the base-ten logarithm of the length multiplier, from zero to about 26.10^010^510^1010^1510^2010^25

Equal steps on this ruler are powers of ten. The drawing is not a picture of the universe’s physical size.

The Big Bang describes an expanding universe evolving from a hot, dense state, not a blast from one location into empty space. Expansion of space can separate distant regions faster than light without an object locally overtaking a light beam.

What this model assumes

The clock and curve use a flat ΛCDM approximation with H₀ = 67.4 km/s/Mpc, matter fraction 0.315, effective radiation fraction 0.000092, and dark-energy fraction 0.684908. We integrate dt = da ÷ [a H(a)] numerically. The resulting present age is about 13.79 billion years, close to the familiar 13.8-billion-year estimate. Radiation is simplified; this is not a precision cosmology solver.

“First light” refers to photons travelling freely after recombination, not the first stars. The model’s approximate value may differ from the rounded 380,000-year landmark. Earth’s formation is shown roughly 4.54 billion years before today. These landmarks are approximate, not exact anniversaries.

Sources and further reading

Reviewed . Values are dated estimates and may be refined by future research. All illustrations are original.

Keep exploring

Follow a beam of light · Our Sun’s journey around the galaxy · Visit a time in history