顺磁性蛋白质中的自旋分布和质子位置。

D Goldfarb, D Arieli
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引用次数: 35

摘要

当前EPR研究的两个前沿是高场(nu0 > 70 GHz, B0 > 2.5 T)电子顺磁共振(EPR)和高场电子核双共振(ENDOR)。本文综述了高场ENDOR技术的最新进展及其在含天然顺磁位点蛋白质研究中的应用。它集中在两个方面;第一个问题是确定质子的位置,这与位点的几何形状有关;第二个问题是关注位点内的自旋密度分布,这是电子结构固有的。自旋密度和质子位置都可以由ENDOR测量确定的配体超精细耦合得到。简要介绍了实验方法,并讨论了高场ENDOR与常规x波段(~ 9.5 GHz)实验的优缺点。然后介绍了蛋白质单晶和冷冻溶液的具体例子。其中包括测定豆豆蛋白A Mn(II)位点水配体质子的坐标,检测细菌光合反应中心醌自由基和核糖核酸酶还原酶酪氨酸自由基中的氢键,以及铜蛋白中自旋分布的研究。所讨论的铜蛋白是azurin的I型铜和许多蛋白质中的双核CuA中心。回顾的最后一部分简要讨论了使用量子化学计算,主要是密度泛函理论(DFT)方法解释超精细耦合。这些方法正成为数据分析工具不可或缺的一部分,因为它们可以促进信号分配,并提供实验超精细耦合与电子波函数之间的最终关系。
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Spin distribution and the location of protons in paramagnetic proteins.

Two current frontiers in EPR research are high-field ( nu0 > 70 GHz, B0 > 2.5 T ) electron paramagnetic resonance (EPR) and high-field electron-nuclear double resonance (ENDOR). This review focuses on recent advances in high-field ENDOR and its applications to the study of proteins containing native paramagnetic sites. It concentrates on two aspects; the first concerns the determination of the location of protons and is related to the site geometry, and the second focuses on the spin density distribution within the site, which is inherent to the electronic structure. Both spin density and proton locations can be derived from ligand hyperfine couplings determined by ENDOR measurements. A brief description of the experimental methods is presented along with a discussion of the advantages and disadvantages of high-field ENDOR compared with conventional X-band (~ 9.5 GHz) experiments. Specific examples of both protein single crystals and frozen solutions are then presented. These include the determination of the coordinates of water ligand protons in the Mn(II) site of concanavalin A, the detection of hydrogen bonds in a quinone radical in the bacterial photosynthetic reaction center as well as in the tyrosyl radical in ribonuclease reductase, and the study of the spin distribution in copper proteins. The copper proteins discussed are the type I copper of azurin and the binuclear CuA center in a number of proteins. The last part of the review presents a brief discussion of the interpretation of hyperfine couplings using quantum chemical calculations, primarily density functional theory (DFT) methods. Such methods are becoming an integral part of the data analysis tools, as they can facilitate signal assignment and provide the ultimate relation between the experimental hyperfine couplings and the electronic wave function.

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