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Does saying "states of definite mass" is the same as saying "mass eigenstates"?
The terms "states of definite mass" and "mass eigenstates" are synonymous in the context of neutrino physics. Neutrino oscillation, as detailed in the Wikipedia article on neutrino oscillation, arises from the mixing of flavor eigenstates and mass eigenstates of neutrinos. This phenomenon illustrates that the three neutrino states interacting with charged leptons are superpositions of three distinct mass eigenstates. Therefore, understanding this relationship is crucial for comprehending neutrino behavior in weak interactions.
PREREQUISITESPhysicists, students of particle physics, and anyone interested in the behavior of neutrinos and their role in weak interactions.
Orodruin said:Usually yes, but it would be good form to reference the text you are reading to provide us with enough information to answer your question.
I read this from WikipediaOrodruin said:Usually yes, but it would be good form to reference the text you are reading to provide us with enough information to answer your question.