Natural SciencesChemistryPhysicsCondensed Matter PhysicsMolecular PhysicsQuantum ChemistryHamiltonian MechanicsHyperfine StructureMagnetic FieldsMolecular Angular MomentumMolecular SymmetryCharge DistributionCharge Distribution ModelingElectric Quadrupole MomentsMagnetic Dipole OperatorsMagnetic Field GradientsMolecular Multipole MomentsQuadrupole InteractionSymmetries
Literature definitions of magnetic multipole moment operators are shown to be at variance, and new definitions are formulated which are consistent with a general multipole interaction hamiltonian and with the radiation field of a dynamic charge distribution. The applicability of traceless multipole moments is examined. The multipole hamiltonian is used to derive expressions for some magnetic quadrupole distortion tensors. For those describing the quadrupole moment induced by a magnetic field and by a field gradient the number of independent components for various molecular symmetries is evaluated.
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<i>The Classical Theory of Fields</i>
L.D. LANDAU, E.M. LIFSHITZ, William Rarita · Physics Today · 1952 · 5.9K citations
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