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Generation (particle physics)

physical science Maturity 9-11 Next article →

In the field of particle physics, scientists organize elementary particles into groups called generations. These groups are also known as families. The Standard Model of particle physics states that there are exactly three generations of these particles. Each generation is composed of four specific types of particles. Two of these particles are categorized as leptons. The other two are categorized as quarks. Generations are a vital concept because they help us understand the structure of matter. They also explain why the universe looks the way it does today.

Particles within the same generation share certain fundamental characteristics. For example, their electric and strong interactions are identical. However, particles differ between generations in two major ways. They differ in their mass and their flavour quantum number. Within a single generation, the leptons are divided into two types. One type has an electric charge of −1, which we call electron-like. The other type is neutral and is called a neutrino. The quarks are also divided into two types. One is a down-type quark with a negative charge. The other is an up-type quark with a positive charge.

A key feature of these families is the mass hierarchy. This means that each member of a higher generation has more mass than the corresponding particle in the previous generation. Neutrinos are a possible exception to this rule. Their masses are small but not zero, though they have not been accurately determined. We can see this mass increase clearly in the leptons. The first-generation electron has a very small mass. The second-generation muon is much heavier. The third-generation tau is even more massive. In fact, the tau is almost twice as massive as a proton. This heavy mass causes higher-generation particles to decay. They break down into particles from the first generation. This process explains why everyday atoms are made only of first-generation particles.

History shows how our understanding of these families has grown. The term "generation" was first introduced by Haim Harari. He used this term at the Les Houches Summer School in 1976. Since then, scientists have used massive machines to test these ideas. For example, researchers at CERN used the Large Electron–Positron Collider, or LEP. In 1989, measurements at the LEP ruled out a fourth generation with a light neutrino. This neutrino would have had a mass less than about 45 GeV. Scientists continue to search for more particles using high-energy colliders. They look for evidence of a fourth generation in places like cosmic rays or particle accelerators.

There is a lot of debate regarding a possible fourth generation of particles. Many theoretical physicists believe a fourth generation is unlikely. This is because extra generations would cause subtle changes to electroweak observables. Current measurements strongly disfavor these changes. However, searches at high-energy colliders continue. Scientists use specific symbols to denote these potential fourth-generation particles. They take the symbols for third-generation particles and add a prime mark. For example, they use b′ and t′ to represent fourth-generation quarks. So far, no evidence for these particles has been observed.

Specific numbers help scientists set limits on what these particles might be. As of 2010, the lower bound for a fourth-generation neutrino mass was about 60 GeV. This is millions of times larger than the upper bounds for the other three neutrinos. In 2019, experiments at the Large Hadron Collider set a lower bound for fourth-generation quarks at 1.4 TeV. In 2012, the lower bound for a fourth-generation charged lepton was 100 GeV. Some theories, like the Koide formula, suggest even higher masses. This formula suggests fourth-generation charged leptons could be 44 GeV, though that was ruled out. It also suggests quarks could be as heavy as 3.6 TeV or 84 TeV.

The reason why multiple generations exist remains one of the greatest unsolved problems in physics. Scientists are looking for a deeper explanation for this count of three. String theory offers some possible reasons for multiple generations. In string theory, the number depends on how D-brane intersections are compactified. Grand unified theories in 10 dimensions also naturally contain three generations of matter. Some models suggest that a single fermion field can produce multiple mass poles. This might explain the large mass ratios we see between generations. Understanding these relationships could eventually explain the very nature of mass itself.

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