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  • Title: Symmetrical stabilization of bound Ca2+ ions in a cooperative pair of EF-hands through hydrogen bonding of coordinating water molecules in calbindin D(9k).
    Author: Fast J, Håkansson M, Muranyi A, Gippert GP, Thulin E, Evenäs J, Svensson LA, Linse S.
    Journal: Biochemistry; 2001 Aug 21; 40(33):9887-95. PubMed ID: 11502182.
    Abstract:
    Water molecules are found to complete the Ca2+ coordination sphere when a protein fails to provide enough ligating oxygens. Hydrogen bonding of these water molecules to the protein backbone or side chains may contribute favorably to the Ca2+ affinity, as suggested in an earlier study of two calbindin D(9k) mutants [E60D and E60Q; Linse et al. (1994) Biochemistry 33, 12478-12486]. To investigate the generality of this conclusion, another side chain, Gln 22, which hydrogen bonds to a Ca2+-coordinating water molecule in calbindin D(9k), was mutated. Two calbindin D(9k) mutants, (Q22E+P43M) and (Q22N+P43M), were constructed to examine the interaction between Gln 22 and the water molecule in the C-terminal calcium binding site II. Shortening of the side chain, as in (Q22N+P43M), reduces the affinity of binding two calcium ions by a factor of 18 at low ionic strength, whereas introduction of a negative charge, as in (Q22E+P43M), leads to a 12-fold reduction. In 0.15 M KCl, a 7-fold reduction in affinity was observed for both mutants. The cooperativity of Ca2+ binding increases for (Q22E+P43M), while it decreases for (Q22N+P43M). The rates of Ca2+ dissociation are 5.5-fold higher for the double mutants than for P43M at low ionic strength. For both mutants, reduced strength of hydrogen bonding to calcium-coordinating water molecules is a likely explanation for the observed effects on Ca2+ affinity and dissociation. In the apo forms, the (Q22E+P43M) mutant has lower stability toward urea denaturation than (Q22N+P43M) and P43M. 2D (1)H NMR and crystallographic experiments suggest that the structure of (Q22E+P43M) and (Q22N+P43M) is unchanged relative to P43M, except for local perturbations in the loop regions.
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