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March 26, 2026Journal of Computational Chemistry0 citations

Analysis of the Cooperativity of Intramolecular Hydrogen Bonds in 1,4‐Polyols

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RRRobert E. RosenbergTransylvania University

Key Points

  • The aim is to analyze the cooperativity of intramolecular hydrogen bonds in 1,4-polyols and their derivatives.
  • Employed a clipping method to transform polyols into smaller molecular complexes.
  • Utilized supermolecular approach to determine energies of clipped complexes.
  • Applied symmetry adapted perturbation theory under the multibody expansion framework.
  • Identified key interactions contributing to cooperativity, primarily two-body and three-body interactions.
  • Demonstrated that two-body interactions are mainly electrostatic with some dispersive effects.
  • Found a strong correlation between energy of cooperativity and hydrogen bond strength, allowing predictions for complexes with multiple hydrogen bonding groups.

Abstract

ABSTRACT The cooperativity of 1,4‐polyols and their derivatives is investigated using the recently developed clipping method. Each polyol is transformed into a complex of smaller molecules that have similar interaction energies and similar geometric, spectroscopic, and electron density properties. Energies of the clipped complexes are determined using the supermolecular approach. Symmetry adapted perturbation theory calculations are applied to the clipped complexes within the multibody expansion framework. The main contributions to cooperativity come from two‐body interactions between nonbonded groups and from contiguous three‐body interactions. The former is largely an electrostatic interaction with a smaller dispersive component, and the latter is principally composed of nearly equal inductive and electrostatic components. The strong correlation between the energy of cooperativity and the strength of the hydrogen bonds of a complex allows the use of model compounds to predict complexation energies for complexes with up to four hydrogen bonding groups. Cooperative effects span a maximum of four contiguous centers.

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Cite This Study

Robert E. Rosenberg (2026) studied this question.

synapsesocial.com/papers/69c4cd98fdc3bde44891a1d1https://doi.org/10.1002/jcc.70347
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