Publication | Closed Access
Dispersion forces
322
Citations
12
References
1962
Year
EngineeringMagnetic ResonanceExcitation Energy TransferComputational ChemistryElectronic Excited StateActive MoleculesOptical PropertiesInteraction EnergyPhotophysical PropertyBiophysicsQuantum SciencePhysicsDispersion EnergyAtomic PhysicsPhysical ChemistryQuantum ChemistryExcited State PropertyNatural SciencesSpectroscopyApplied Physics
The interaction energy between two atoms is calculated including radiative corrections. It is shown that the interaction energy can be expressed in terms of the frequency-dependent polarizability and this leads to some simple approximate methods for the calculation of this energy. Magnetic dipole terms are also included and these terms are found to give a difference in the dispersion energy between two optically active molecules depending on whether they have identical or mirror image configurations. They may also be important for molecules with low-lying magnetic excited states.
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