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Fundamental physics

Caesium-133 clock transition

The caesium-133 clock transition is the specific change in energy state of a caesium-133 atom that defines the duration of one second in the International System of Units.

Also known as: cesium-133 clock transition, caesium clock frequency

How big is it?

108.8 ps · one cycle

One cycle · derived

Scale illustration of the caesium-133 clock transition, showing the recorded one cycle.
Recorded one cycle: 108.8 ps.

A little perspective

Caesium-133 clock transition vs Muon lifetime: duration comparison

The lifetime of a muon is about 20,200 times one cycle of the caesium-133 clock transition.

Scale

ELAPSED TIME

Caesium-133 clock transition

The caesium-133 clock transition is the specific change in energy state of a caesium-133 atom that defines the duration of one second in the International System of Units.

108.8 psOne cycle
0

Too small to see at this scale; the bar has not been widened.

Muon lifetime

Muon lifetime is the average time a free muon exists before decaying into other particles, such as an electron and neutrinos.

2.197 µsMean lifetime
0
Both timelines start together. Length measures elapsed time, not a physical distance.
Measurements, assumptions & sources +

Caesium-133 clock transition

One cycle: 108.8 ps; derived.

The SI second is defined from exactly 9,192,631,770 periods of the unperturbed caesium-133 ground-state hyperfine transition. The cycle duration and photon energy here are derived from that exact frequency.

BIPM — The International System of Units

The marked one cycle is calibrated. Unmeasured illustration details are representative.

Muon lifetime

Mean lifetime: 2.197 µs; measured; range 2.197 µs–2.197 µs.

A free positive muon has a mean lifetime of about 2.197 microseconds before decay. This is a statistical mean, not an identical lifetime for every muon.

Particle Data Group — Muon properties

The marked mean lifetime is calibrated. Unmeasured illustration details are representative.

Use the visual comparison to explore its scale, then check the measurements and sources.

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Why this measurement?

Why we use 108.8 ps

We compare one cycle of the caesium-133 clock transition. The measurement is labelled derived. Check the source notes for its basis.

The SI second is defined from exactly 9,192,631,770 periods of the unperturbed caesium-133 ground-state hyperfine transition. The cycle duration and photon energy here are derived from that exact frequency.

The picture identifies the subject; the diagram compares the recorded values. How calibrated comparisons work →

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Recorded properties

Dimensions and measurements

PropertySelected valueRecorded rangeBasis
3.802 × 10⁻⁵ eVNot recordedderived
108.8 psNot recordedderived

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Sources and method

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