Limbach Hans-Heinrich, Miguel Lopez Juan, Kohen Amnon
Institut für Chemie und Biochemie der Freien Universität Berlin, Takustrasse 3, 14195 Berlin, Germany.
Philos Trans R Soc Lond B Biol Sci. 2006 Aug 29;361(1472):1399-415. doi: 10.1098/rstb.2006.1872.
In this paper, the Arrhenius curves of selected hydrogen-transfer reactions for which kinetic data are available in a large temperature range are reviewed. The curves are discussed in terms of the one-dimensional Bell-Limbach tunnelling model. The main parameters of this model are the barrier heights of the isotopic reactions, barrier width of the H-reaction, tunnelling masses, pre-exponential factor and minimum energy for tunnelling to occur. The model allows one to compare different reactions in a simple way and prepare the kinetic data for more-dimensional treatments. The first type of reactions is concerned with reactions where the geometries of the reacting molecules are well established and the kinetic data of the isotopic reactions are available in a large temperature range. Here, it is possible to study the relation between kinetic isotope effects (KIEs) and chemical structure. Examples are the tautomerism of porphyrin, the porphyrin anion and related compounds exhibiting intramolecular hydrogen bonds of medium strength. We observe pre-exponential factors of the order of kT/h congruent with 10(13) s-1 corresponding to vanishing activation entropies in terms of transition state theory. This result is important for the second type of reactions discussed in this paper, referring mostly to liquid solutions. Here, the reacting molecular configurations may be involved in equilibria with non- or less-reactive forms. Several cases are discussed, where the less-reactive forms dominate at low or at high temperature, leading to unusual Arrhenius curves. These cases include examples from small molecule solution chemistry like the base-catalysed intramolecular H-transfer in diaryltriazene, 2-(2'-hydroxyphenyl)-benzoxazole, 2-hydroxy-phenoxyl radicals, as well as in the case of an enzymatic system, thermophilic alcohol dehydrogenase. In the latter case, temperature-dependent KIEs are interpreted in terms of a transition between two regimes with different temperature-independent KIEs.
本文回顾了在较大温度范围内可获得动力学数据的选定氢转移反应的阿仑尼乌斯曲线。根据一维贝尔 - 林巴赫隧道模型对这些曲线进行了讨论。该模型的主要参数是同位素反应的势垒高度、H反应的势垒宽度、隧道质量、指前因子以及发生隧道效应所需的最小能量。该模型使人们能够以简单的方式比较不同的反应,并为更多维度的处理准备动力学数据。第一类反应涉及反应分子几何结构已明确且同位素反应的动力学数据在较大温度范围内可用的反应。在这里,可以研究动力学同位素效应(KIEs)与化学结构之间的关系。例如卟啉、卟啉阴离子以及表现出中等强度分子内氢键的相关化合物的互变异构。我们观察到指前因子的量级为(kT/h),与(10^{13}\ s^{-1})相当,根据过渡态理论这对应于消失的活化熵。这一结果对于本文讨论的第二类反应很重要,这类反应主要涉及液体溶液。在这里,反应分子构型可能与非反应性或低反应性形式处于平衡状态。讨论了几种情况,其中低反应性形式在低温或高温下占主导,导致出现异常的阿仑尼乌斯曲线。这些情况包括小分子溶液化学中的例子,如二芳基三氮烯、2 -(2'-羟基苯基) - 苯并恶唑、2 - 羟基 - 苯氧基自由基的碱催化分子内氢转移,以及酶系统嗜热醇脱氢酶的情况。在后一种情况下,温度依赖性KIEs根据具有不同温度无关KIEs的两种状态之间的转变来解释。