It is shown how the symmetry properties of the linked groups in a molecule help to reduce the number of harmonics in the Fourier series expansions of aggregate, mononuclear, and binuclear parameters as a function of the dihedral angles. This provides a rationalization for some wellhyphen;known conformational dependences of the torsional potentials, hyperfine couplings, and internuclear interactions and helps to predict how these simple formulas break down when the conformations become more complex.
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