This phenomenon's namesake Hamiltonian operator is the sum of a kinetic energy relativistic correction operator and the SO [ess-oh] Hamiltonian operator.
This phenomenon's namesake Hamiltonian operator is the sum of a kinetic energy relativistic correction operator and the SO [ess-oh] Hamiltonian operator. Its combination with the Zeeman Hamiltonian operator as a perturbing operator predicts the anomalous Zeeman effect. For the electron in a one- electron atom, the SO Hamiltonian operator is proportional to the scalar product of the orbital and spin angular momentum operators and is, therefore, a measure of spin-orbit coupling, which leads to the namesake type on non- degeneracy-breaking energy level splitting. FTP, name this atomic spectroscopic phenomenon whose namesake constant is symbolized as alpha and is approximately equal to 1/137 ("one over one hundred thirty-seven").
This phenomenon's namesake Hamiltonian operator is the sum of a kinetic energy relativistic correction operator and the SO [ess-oh] Hamiltonian operator.
{fine structure}