muon, negative muon, mu-meson(noun)
an elementary particle with a negative charge and a half-life of 2 microsecond; decays to electron and neutrino and antineutrino
An unstable elementary particle in the lepton family, having similar properties to the electron but with a mass 209 times greater.
Origin: Contraction of mu-meson (the particle has now been recategorised as a lepton).
The muon is an elementary particle similar to the electron, with unitary negative electric charge and a spin of ¹⁄2. Together with the electron, the tau, and the three neutrinos, it is classified as a lepton. As is the case with other leptons, the muon is not believed to have any sub-structure at all. The muon is an unstable subatomic particle with a mean lifetime of 2.2 µs. This comparatively long decay lifetime is due to being mediated by the weak interaction. The only longer lifetime for an unstable subatomic particle is that for the free neutron, a baryon particle composed of quarks, which also decays via the weak force. Muon decay produces at least three particles, and these must include an electron of the same charge as the muon, plus two neutrinos of different types. Like all elementary particles, the muon has a corresponding antiparticle of opposite charge but equal mass and spin: the antimuon. Muons are denoted by μ− and antimuons by μ+. Muons were previously called mu mesons, but are not classified as mesons by modern particle physicists.²
Is an elementary particle.
The muon is an elementary particle that is still being discovered as to its purpose and composition by scientists in 2015.
The numerical value of muon in Chaldean Numerology is: 4
The numerical value of muon in Pythagorean Numerology is: 9
Sample Sentences & Example Usage
Z-prime is much heavier than a Z particle, something like tens of times the mass, z-prime can decay in a very simple way that yields two very energetic muons, which are basically heavier versions of electrons. If we can detect the muon signature of Z-prime, that would support models that predict the existence of Z-prime.
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