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| | Neutrino oscillation |
 | | "Neutrino oscillation" is based on what is known as "the wave-particle duality", that is, according to quantum mechanics laws, a particle, when it is propagated, behaves like a wave. |
 | | For a given momentum[4] the energy associated to mass eigenstates is all the more higher as is their "rest" mass; indeed, according to the mass-energy equation, a particle "rest" mass contributes to its total energy, together with kinetic energy (associated to the momentum). |
 | | Thus, if neutrinos have a mass, and each neutrino type a different one, their corresponding rates (so called phases) are also different. |
| choruswww.cern.ch /Public/textes/english/node4.html (1097 words) |
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