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通过 17O NMR 线宽直接测量金属配合物和金属蛋白中的 Mn(II)水合状态。

Direct measurement of the Mn(II) hydration state in metal complexes and metalloproteins through 17O NMR line widths.

机构信息

The Athinoula A. Martinos Center for Biomedical Imaging, Department of Radiology, Massachusetts General Hospital , Harvard Medical School , 149 Thirteenth Street, Suite 2301, Charlestown, Massachusetts 02129, United States.

出版信息

J Am Chem Soc. 2013 Dec 11;135(49):18600-8. doi: 10.1021/ja4094132. Epub 2013 Oct 24.

Abstract

Here we describe a simple method to estimate the inner-sphere hydration state of the Mn(II) ion in coordination complexes and metalloproteins. The line width of bulk H2(17)O is measured in the presence and absence of Mn(II) as a function of temperature, and transverse (17)O relaxivities are calculated. It is demonstrated that the maximum (17)O relaxivity is directly proportional to the number of inner-sphere water ligands (q). Using a combination of literature data and experimental data for 12 Mn(II) complexes, we show that this method provides accurate estimates of q with an uncertainty of ±0.2 water molecules. The method can be implemented on commercial NMR spectrometers working at fields of 7 T and higher. The hydration number can be obtained for micromolar Mn(II) concentrations. We show that the technique can be extended to metalloproteins or complex:protein interactions. For example, Mn(II) binds to the multimetal binding site A on human serum albumin with two inner-sphere water ligands that undergo rapid exchange (1.06 × 10(8) s(-1) at 37 °C). The possibility of extending this technique to other metal ions such as Gd(III) is discussed.

摘要

在这里,我们描述了一种简单的方法来估计配合物和金属蛋白中 Mn(II) 离子的内球水合状态。在存在和不存在 Mn(II)的情况下测量体相 H2(17)O 的线宽作为温度的函数,并计算横向 (17)O 弛豫率。结果表明,最大 (17)O 弛豫率与内球水分子配位数 (q) 成正比。通过结合文献数据和 12 个 Mn(II) 配合物的实验数据,我们表明该方法可以以 ±0.2 个水分子的不确定度准确估计 q。该方法可以在工作场强为 7 T 及更高的商用 NMR 光谱仪上实现。可以获得微摩尔 Mn(II)浓度下的水合数。我们表明,该技术可以扩展到金属蛋白或复合物:蛋白质相互作用。例如,Mn(II)与人血清白蛋白上的多金属结合位点 A 结合,有两个内球水分子配体发生快速交换(37°C 时为 1.06×10(8) s(-1))。讨论了将该技术扩展到其他金属离子(如 Gd(III))的可能性。

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