SynopsisA combined geometric and potential-energy analysis has been carried out to identify the torsional arrangements of the nucleic acid chain that can accommodate the intercalation of small planar moieties. In contrast to previous theoretical efforts, which detail local conformations after adjacent bases are positioned in space, the likely geometries are found here on the basis of the base orientations that result from all feasible combinations of the nine torsional variables of the basic dinucleotide intercalation unit. The relatively mobile nature of the sugar-phosphate backbone, together with the fairly long stretches of chemical bonds between adjacent units, is apparently responsible for the large number of feasible binding geometries. Some previously overlooked conformations with unusual sugar-puckering combinations and various phosphodiester arrangements are found in the survey. A large proportion of the energetically favored intercalation states are closely related to the backbone conformations of familiar double-helical models such as A-, B-, and Z-DNA, as well as the Watson-Crick model. Moreover, the intercalated forms are found to interconvert smoothly along a continuous conformational pathway. The intercalation structures derived from x-ray crystallographic analyses of drug-oligonucleotide complexes, in contrast, are stiff three-dimensional forms essentially frozen in a single domain of conformation space. Specific ligand-nucleic acid interactions that may he responsible for the experimental observations are not included in this study. The classical intramolecular potential energies reported here are highly approximate, providing only rough gauges of the relative importance of the many competing conformations.