Rare kaon decay surprises physicists express

Original: "Measurement of the branching ratio of the $$K^{+}\rightarrow\pi^{+} u\bar{ u}$$ decay"
· NA62 Collaboration
arXiv:2607.16413 · 2026-07-17 · CC BY 4.0 · 2 min
The NA62 experiment measured how a kaon particle transforms into a pion and a pair of neutrinos, and the result matches predictions.

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Imagine a football stadium where a hundred billion spectators sneeze at once, and only seven or ten do so in complete silence. That's the kind of rarity the NA62 experiment at CERN hunts for, studying the decay of a charged kaon (K+) into a pion (π+) and a pair of neutrinos (νν̄). This event is a quiet whisper in a roaring crowd: neutrinos leave no trace in the detector, so physicists have to infer their presence from missing energy.

The star of the show here is the Standard Model itself, the rulebook governing elementary particles. It predicts how many such 'silent' decays should occur. But if reality deviates even slightly from the calculations, that points to new particles or interactions. The new result, based on 2023–2024 data, is (7.2 ± 2.2) × 10⁻¹¹. When you combine all data from 2016 to 2024, you get (9.6 ± 1.9) × 10⁻¹¹, with 20% precision. So far, the numbers align with theory.

A kaon lives for only 12 nanoseconds — in that time, light travels less than four meters.

Why does this matter? The decay of a kaon into a pion and neutrinos is an ultra-sensitive probe. Even a tiny admixture of 'new physics'—hypothetical particles like dark photons or supersymmetric partners — would alter its rate. For now, the detector sees what's expected, but the uncertainty is still large. With each new run, precision will improve, and then it will become clear: will the Standard Model remain unshaken, or will it crack like ice under a warm breeze?

To catch a single event, physicists had to sift through trillions of ordinary decays, like finding one grain of sand with a different color in a dump truck full of sand.

Neutrinos are so elusive that they pass right through Earth: to stop half of them, you'd need a lead shield a light-year thick.

In Stanisław Lem's novel 'Solaris', neutrinos are mentioned as ubiquitous particles capable of penetrating any matter — almost like ghosts of the universe.

B(K^+\to\pi^+\nu\bar{\nu}) = (9.6 \pm 1.9) \times 10^{-11}
The probability of a kaon decaying into a pion and a pair of neutrinos is about 1 in 10 billion.
Scientists
Emmy NoetherWolfgang PauliEnrico FermiPaul DiracChien-Shiung WuEugene Wigner
Concepts
branching fraction