For a constant magnetic field, the energy of the anomalous Zeeman effect is proportional to a function of these values known as the Land?g-factor. In any system, there is one of these for each operator that commutes with the Hamiltonian and one given by the Hamiltonian's eigenvalues.  The radius of electron orbitals in the Bohr model is proportional to that value squared, and they are constant as additional electrons are added according to the Aufbau principle.  No two fermions can have the same
For a constant magnetic field, the energy of the anomalous Zeeman effect is proportional to a function of these values known as the Land?g-factor. In any system, there is one of these for each operator that commutes with the Hamiltonian and one given by the Hamiltonian's eigenvalues.  The radius of electron orbitals in the Bohr model is proportional to that value squared, and they are constant as additional electrons are added according to the Aufbau principle.  No two fermions can have the same value for these according to the Pauli exclusion principle. For 10 points, name these values, which describe among other things the shell, subshell, and spin values for an electron.
For a constant magnetic field, the energy of the anomalous Zeeman effect is proportional to a function of these values known as the Land?g-factor.
quantum numbers [accept angular momentum quantum numbers before "Hamiltonian"]