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. 2007 Apr 10;104(15):6188-93.
doi: 10.1073/pnas.0610531104. Epub 2007 Mar 22.

Directing macromolecular conformation through halogen bonds

Affiliations

Directing macromolecular conformation through halogen bonds

Andrea Regier Voth et al. Proc Natl Acad Sci U S A. .

Abstract

The halogen bond, a noncovalent interaction involving polarizable chlorine, bromine, or iodine molecular substituents, is now being exploited to control the assembly of small molecules in the design of supramolecular complexes and new materials. We demonstrate that a halogen bond formed between a brominated uracil and phosphate oxygen can be engineered to direct the conformation of a biological molecule, in this case to define the conformational isomer of a four-stranded DNA junction when placed in direct competition against a classic hydrogen bond. As a result, this bromine interaction is estimated to be approximately 2-5 kcal/mol stronger than the analogous hydrogen bond in this environment, depending on the geometry of the halogen bond. This study helps to establish halogen bonding as a potential tool for the rational design and construction of molecular materials with DNA and other biological macromolecules.

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Conflict of interest statement

The authors declare no conflict of interest.

Figures

Fig. 1.
Fig. 1.
Structure of the stacked-X DNA Holliday junction. The structure of d(CCGGTACCGG) (ACC-J) as a four-stranded junction (11) is shown with the inside cross-over strands colored in yellow and green and the outside noncrossing strands in blue and red. The pairs of stacked duplex arms are highlighted with cylinders. Details of the molecular interactions that stabilize junctions are in crystals are shown, with the essential H-bond from the C8 cytosine to the phosphate of the cross-over C7 nucleotide in the blue box, and the weaker H-bond from C7 to A6 in the ACC-J or the weak electrostatic interaction from the methyl of T7 to A6 in d(CCGATATCGG) (ATC-J) in the red boxes (12, 16).
Fig. 2.
Fig. 2.
Assay for competing X- against H-bonds. The isomeric forms of the stacked-X junction, resulting from restacking of the arms and migration of the junction (top), place an H-bond (H-isomer) or X-bond (X-isomer) at the junction cross-over. The crystal structures of H2J in the H-isomer (with its H-bonding interaction) and Br2J in the X-isomer (with its X-bond) are shown below. Bromines have been modeled at the outside strand of the H2J structure to indicate their positions, if present, in the H-isomer of Br2J.
Fig. 3.
Fig. 3.
Geometries of X-bonds in Br2J and Br1J. (a) Omit electron density maps contoured at 5σ comparing geometries at the tight U-turns of the Br2J and Br1J junctions. Closest distances from the bromines to the X-bonded phosphate oxygens are labeled. (b) Overlay of all common DNA atoms for nucleotides N5, N6, and N7 at the core of the junctions of Br2J (red), Br1J (yellow), H2J (blue), and the previously published structure of ATC-J (green). Conformational rearrangements are seen at the N5 nucleotide to allow rotation of the phosphate to form a weak electrostatic interaction (green arrow) with the methyl group of T7 in ATC-J, halogen bonds (magenta arrows) to the bromines in Br2J and Br1J, and a hydrogen bond (blue arrow) to the amino group of C7 in H2J.
Fig. 4.
Fig. 4.
Thermodynamic cycle to estimate the free energies of the X- relative to H-bonds. A free energy difference of ≈1 kcal/mol was estimated between the X- and H-isomers from the occupancies of bromine at the inside and outside strands of Br1J (Br1J-X and Br1J-H) (Si Fig. 6) or ≈2 kcal/mol for 1 X-bond vs. 1 H-bond. Because there is very little contribution of hydration free energy to placing the bromine in the H- or X-isomeric forms (ΔGhydrationo ≈0), we can assume that the primary effect on the energy of the X-bonds is electrostatic. Finally, if we assume that the is no difference in the energies of the H-isomer for either the Br1J or Br2J constructs (Br1J-H and Br2J-H, bottom of cycle, with the bromines on the outside strands), then the energy of the X-bond in the Br2J construct (ΔG°Br2J-X) can be estimated as the sum the Br1J X-bond and the difference in electrostatic energy (ΔE) estimated from ab initio calculations (SI Fig. 7).

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