Department of Chemistry, Department of Molecular and Cell Biology and California Institute of Quantitative Biosciences (QB3) , University of California , Berkeley , California 94720 , United States.
Department of Chemistry , East Carolina University , Greenville , North Carolina 27858 , United States.
Acc Chem Res. 2018 Sep 18;51(9):1966-1974. doi: 10.1021/acs.accounts.8b00226. Epub 2018 Aug 28.
Hydrogen atom transfer (HAT) is a salient feature of many enzymatic C-H cleavage mechanisms. In systems where kinetic isolation of HAT is achieved, selective labeling of substrate with hydrogen isotopes, such as deuterium, enables the determination of intrinsic kinetic isotope effects (KIEs). While the magnitude of the KIE is itself informative, ultimately the size of the temperature dependence of the KIE, Δ E = E(D) - E(H), serves as a critical, and often misinterpreted (or even ignored) descriptor of the reaction coordinate. As will be highlighted in this Account, Δ E is one of the most robust parameters to emerge from studies of enzyme catalyzed hydrogen transfer. Kinetic parameters for C-H reactions via HAT can appear consistent with either classical "over-the-barrier" or "Bell-like tunneling correction" models. However, neither of these models is able to explain the observation of near-zero Δ E values with many native enzymes that increase upon extrinsic or intrinsic perturbations to function. Instead, a full tunneling model has been developed that can account for the aggregate trends in the temperature dependence of the KIE. This model is reminiscent of Marcus-like theory for electron tunneling, with the additional incorporation of an H atom donor-acceptor distance (DAD) sampling term for effective wave function overlap; the role of the latter term is manifested in the experimentally determined Δ E. Three enzyme systems from this laboratory that illustrate different aspects of HAT are presented: taurine dioxygenase, the dual copper β-monooxygenases, and soybean lipoxygenase (SLO). The latter provides a particularly compelling system for understanding the properties of hydrogen tunneling, showing systematic increases in Δ E upon reduction in the size of hydrophobic residues both proximal and distal from the active site iron cofactor. Of note, recent ENDOR-based studies of enzyme-substrate complexes with SLO indicate an increase in DAD for mutants with increased Δ E, observations that are inconsistent with "Bell-like correction" models. Overall, the surmounting kinetic and biophysical evidence corroborates a multidimensional approach for understanding HAT, offering a robust mechanistic explanation for the magnitude and trends of the KIE and Δ E. Recent DFT and QM/MM computations on SLO are compared to the developed nonadiabatic analytical constructs, providing considerable insight into ground state structures and reactivity. However, QM/MM is unable to readily reproduce the small Δ E values characteristic of native enzymes. Future theoretical developments to capture these experimental observations may necessitate a parsing of protein motions for local, substrate deuteration-sensitive modes from isotope-insensitive modes within the larger conformational landscape, in the process providing deeper understanding of how native enzymes have evolved to transiently optimize their active site configurations.
氢原子转移 (HAT) 是许多酶促 C-H 断裂机制的显著特征。在实现氢原子转移动力学分离的系统中,通过氘等氢同位素对底物进行选择性标记,可确定固有动力学同位素效应 (KIE)。虽然 KIE 的大小本身具有信息性,但最终 KIE 的温度依赖性大小,ΔE=E(D)-E(H),是反应坐标的关键描述符,并且经常被误解(甚至被忽略)。正如本文所述,ΔE 是酶催化氢转移研究中出现的最稳健的参数之一。通过 HAT 的 C-H 反应的动力学参数似乎与经典的“越过势垒”或“钟形隧道校正”模型一致。然而,这两种模型都无法解释许多天然酶的观察结果,即随着功能的外在或内在干扰,ΔE 值接近零但增加。相反,已经开发出一种全隧道模型,可以解释 KIE 的温度依赖性的总体趋势。该模型类似于电子隧道的 Marcus 理论,其中还包含了 H 原子供体-受体距离 (DAD) 采样项,用于有效波函数重叠;后一项在实验确定的 ΔE 中表现出来。本文介绍了来自本实验室的三个说明 HAT 不同方面的酶系统:牛磺酸双加氧酶、双铜β-单加氧酶和大豆脂氧合酶 (SLO)。后者为理解氢隧道的性质提供了一个特别引人注目的系统,显示出在靠近和远离活性位点铁辅因子的疏水性残基的大小减小的情况下,ΔE 系统地增加。值得注意的是,最近对 SLO 与酶-底物复合物的 ENDOR 研究表明,具有增加的 ΔE 的突变体的 DAD 增加,这些观察结果与“钟形校正”模型不一致。总体而言,克服的动力学和生物物理证据证实了理解 HAT 的多维方法,为 KIE 和 ΔE 的大小和趋势提供了稳健的机制解释。最近对 SLO 的 DFT 和 QM/MM 计算与开发的非绝热分析结构进行了比较,为基态结构和反应性提供了重要的见解。然而,QM/MM 无法轻易复制天然酶特有的小 ΔE 值。为了捕捉这些实验观察结果,未来的理论发展可能需要对蛋白质运动进行解析,以便从较大构象景观中的同位素不敏感模式中分离出局部、底物氘化敏感模式,从而深入了解天然酶如何进化以暂时优化其活性位点构象。