Just as the potential energy can be written as a quadratic form in internal coordinates, so it can also be expanded in terms of generalized forces. The resulting coefficients are termed compliance constants. In this article, the suitability of compliance constants as non-covalent bond strength descriptors is studied (a) for a series of weakly bound hydrogen halide-rare gas complexes applying a configuration interaction theory, (b) for a double stranded DNA 4-mer using approximate density functional methods and finally (c) for a double stranded DNA 20-mer using empirical force fields. Our results challenge earlier studies, which concluded the inappropriateness of compliance constants as soft matter descriptors. The discrepancy may be ascribed, inter alia, to the application of an oversimplified potential function in these earlier studies, assuming a central forces approximation. is important to note that, as a second order tensor, the compliance matrix contains non-zero coupling elements. If this tensor property is ignored and/or oversimplified potential functions are used, problems concerning the interpretation of compliance constants may arise. [21][22][23][24] The interpretation of exactly those coupling terms seems to have caused some troubles in the literature, 18 culminating in the conclusion that ''compliance constants are not useful diagnostics of the strength of weak interatomic interactions'' at all. 21,22 In order to verify, or falsify, this finding and to further elucidate the interpretation of compliance off-diagonal terms, the following study was split into two parts: in part one, we present detailed results on a series of rare gas-hydrogen iodide complexes comprising solely of van der Waals bonding. Full quantum chemical coupling between the valence coordinates is maintained, the approximation of central forces is not assumed. In part two of the study, the robustness of our results is cross-checked by analyzing the results of double stranded DNA 4-mer and 20-mer models, computed at the density functional level (DFT) including dispersion corrections and at the molecular mechanics (MM) level, respectively. Again, full coupling between the valence coordinates is maintained. That means, we again go beyond the approximation of central forces.
Van der Waals complexesTheoretical studies of van der Waals complexes in terms of their structure, internal dynamics, electric properties, and