Happiness
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Can an electron in a spherically symmetrical potential energy function have non-zero spin angular momentum?
An electron in a spherically symmetrical potential energy function can always exhibit non-zero spin angular momentum due to its nature as a spin-1/2 particle. This characteristic allows for two electrons to occupy each orbital without violating the Pauli exclusion principle. Additionally, electrons can possess non-zero orbital angular momentum, as demonstrated by quantum numbers such as n=2 and l=1. Atoms with net unpaired electrons, which are described by spherically symmetric electric potentials, will display both non-zero spin and orbital angular momentum, contributing to phenomena like ferromagnetism.
PREREQUISITESPhysicists, quantum mechanics students, and anyone interested in the properties of electrons in atomic structures and their implications in magnetism.
Happiness said:Can an electron in a spherically symmetrical potential energy function have non-zero spin angular momentum?