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Superallowed alpha decay seen for the first time

Physicists have directly observed the extremely fast alpha decay of tellurium-104, giving pupils a clear example of nuclear decay, half-life and quantum tunnelling.

GCSE to A Level 10 min read 22 June 2026 Particles Quantum

What happened?

Physicists have directly observed the alpha decay of tellurium-104, written as Te-104 or 104Te. The result matters because this nucleus had been predicted to be a special case, but it is so short-lived that it is very difficult to catch in an experiment.

The team studied a decay chain made in the Radioactive Isotope Beam Factory at RIKEN in Japan. Xenon-108 decays to tellurium-104, and tellurium-104 then decays to tin-100.

Nature reports a half-life of about 7.2 nanoseconds for 104Te, making it the fastest known ground-state alpha-emitting nucleus. That is not just fast in everyday terms; it is fast enough that the experiment had to connect production, implantation and decay signals over extremely tiny time intervals.

The simple version

In alpha decay, an unstable nucleus emits an alpha particle. An alpha particle is the same as a helium-4 nucleus: two protons and two neutrons. That is why alpha decay changes both the mass number and the atomic number.

The worked equations below show the main idea. Each alpha emission reduces the nucleon number by 4 and the proton number by 2.

The word superallowed here means the decay is unusually likely compared with normal alpha decay in similar nuclei. It suggests the alpha particle may already be strongly formed, or preformed, inside the parent nucleus before it escapes.

Worked equations

Tellurium-104 alpha decay

This is the key decay reported in the new result. Tellurium-104 emits an alpha particle and becomes tin-100.

  • Mass number balances: 104 = 100 + 4
  • Proton number balances: tellurium 52 = tin 50 + helium 2

The previous step in the decay chain

This shows how tellurium-104 appears in the chain before it decays again.

  • Mass number balances: 108 = 104 + 4
  • Proton number balances: xenon 54 = tellurium 52 + helium 2

General alpha decay rule

The daughter element changes because the nucleus has lost two protons.

  • Nucleon number decreases by 4
  • Proton number decreases by 2

Why it matters

This result helps physicists test where alpha particles come from inside a nucleus. School physics often says that the nucleus emits an alpha particle, but the deeper question is whether that group of two protons and two neutrons already existed as a cluster before emission.

The measurement points to unusually strong alpha-particle preformation in 104Te. In simple terms, the nucleus seems especially ready to release a helium-4-sized cluster.

That gives nuclear physicists a sharper test of models of the strong nuclear force, nuclear structure and quantum tunnelling. It also shows pupils why a short equation in a textbook can represent a very subtle physical process.

Physics you already know

At GCSE, this links directly to radioactivity, isotopes and nuclear decay equations. In alpha decay, the nucleon number goes down by 4 and the proton number goes down by 2.

Xenon has proton number 54, tellurium has 52 and tin has 50, so the two equations above show two successive alpha emissions.

At A Level, the story adds half-life, instability, nuclear binding and quantum tunnelling. The alpha particle does not simply roll over a barrier like a ball over a hill. Quantum mechanics allows a particle to have a probability of appearing beyond a barrier that it classically could not cross.

alpha decay nuclear decay equations half-life isotopes quantum tunnelling nucleon number

Science ideas to understand

Decay equation practice

Use the tellurium-104 example as the model. The same balancing idea applies to ordinary alpha decay questions: conserve total nucleon number and total proton number.

What half-life means here

A 7.2 ns half-life means that after 7.2 nanoseconds, about half of a large sample of 104Te nuclei would have decayed. In the experiment, the sample is tiny and rare, so physicists infer the half-life statistically from recorded decay events.

Common misconception

Superallowed does not mean the nucleus breaks physics rules. It means the decay is unusually favoured compared with similar alpha decays, giving researchers clues about how alpha clusters form inside nuclei.

A Level stretch

The half-life of 104Te is only a few nanoseconds, so the experiment is also a lesson in detector timing. Researchers had to produce rare nuclei, separate them, implant them in a detector and identify the decay products before the signal disappeared into background events.

In more advanced nuclear physics, the decay rate depends on both the probability that an alpha cluster forms inside the nucleus and the probability that it tunnels through the nuclear barrier. A very short half-life suggests that one or both of these probabilities is unusually large.

The daughter nucleus, tin-100, is called doubly magic because it has 50 protons and 50 neutrons, both magic numbers in the nuclear shell model. That shell structure is one reason physicists expected this region of the nuclear chart to behave differently.

Key words

Alpha decay A nuclear decay in which an unstable nucleus emits an alpha particle, reducing its mass number by 4 and proton number by 2.
Alpha particle A helium-4 nucleus made of two protons and two neutrons.
Half-life The average time taken for half of the unstable nuclei in a sample to decay.
Quantum tunnelling A quantum effect where a particle has a probability of passing through an energy barrier it could not cross classically.
Doubly magic nucleus A nucleus with both proton and neutron numbers that correspond to especially stable shell arrangements.

Quick pupil questions

What is the decay equation for tellurium-104 alpha decay?

A pupil-friendly equation is 104Te -> 100Sn + 4He. The mass numbers balance as 104 = 100 + 4, and the proton numbers balance as 52 = 50 + 2.

Why is superallowed alpha decay important?

It suggests the alpha particle is unusually likely to form inside the nucleus before escaping, giving physicists a better test of nuclear structure and quantum tunnelling models.

How does this link to A Level Physics?

It links to alpha decay, isotopes, half-life, nuclear binding, detector measurements and quantum tunnelling.