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Calcium-Binding Protein Protocols Calcium-Binding Protein Protocols

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Shape and Dynamics of <strong>Calcium</strong>-<strong>Binding</strong> <strong>Protein</strong>s 291<br />

Fig. 2. Backbone 15 N relaxation time-constants for cbEGF32–33 measured at 11.7 T.<br />

T 2 and T 1 data of cbEGF32 and cbEGF33 in cbEGF32–33 are shown as circles and<br />

stars, respectively and outlying residues are labeled by residue name. The continuous<br />

lines are calculated T 1 and T 2 values as a function of isotropic correlation time τ m and<br />

the order parameter S 2 using the isotropic Lipari and Szabo model (see Eq. 5). Curves<br />

with values of S 2 equalling 0.5, 0.6, 0.7, 0.8, 0.9, 1.0 are shown with the highest and<br />

lowest values labeled accordingly. The arrow indicates the dependence of calculated<br />

T 1 and T 2 values on a decreasing correlation time.<br />

affected by motions on the µs to ms time-scale (R ex). Finding a large proportion<br />

of residues outside the theoretical T 1 and T 2 curves indicates nonideal effects,<br />

possibly because of unspecific aggregation. Residues with increased T 1 and T 2<br />

values, thus shifted to the upper right-hand corner, are subject to motions on<br />

a time-scale that is smaller than the overall tumbling time of the molecule.<br />

[ 1 H]– 15 N heteronuclear NOEs of those residues are expected to be significantly<br />

smaller than the average.<br />

9. Exchange contributions are estimated from model-free analysis (see Subheading<br />

3.4., step 1) or using the quadratic field dependence of 1/T 2 – 1/(2T 1) on B 0<br />

(see Note 5). The slope depends on the value of the chemical shift anisotropy<br />

(CSA) and on exchange contributions, R ex (see Note 10).

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