Williams R F, Shinkai S, Bruice T C
Proc Natl Acad Sci U S A. 1975 May;72(5):1763-7. doi: 10.1073/pnas.72.5.1763.
A discussion of the expected mechanism of radical reduction of carbonyl compounds by dihydroflavin as it relates to the structure of the carbonyl compound is provided. Factors which must be taken into account are the free energies of formation of the radical anions (CR2O), THE ACIDITY OF THE CONJUGATE ACID OF THE CARBONYL FUNCTION (R2C negative charge OH), and the stability of the carbanion species of the product [(-)CR2(OH)]. It is proposed that in those instances where the product alcohol can flavin radical to CR2O or CR2OH occurs, otherwise H transfer is the terminal step for dihydroflavin reductions. The free energy of formation of the radical species CH2OH obtained by acid-catalyzed electron transfer from dihydroflavin (Fred) to formaldehyde is shown to be less than the experimentally determined free energy of activation (increment F is not equal to exp) for the reduction of formaldehyde by dihydroflavin (i.e., Fred plus CH2O leads to Fox plus CH2OH). Therefore, the radical pair composed of dihydroflavin radical species serve as an intermediate in the reduction. Our proposed mechanism is: Fred plus CH2O ka[H3O] forms k-a[H2O] Frad CH2OH leads to kc Fox plus CH3OH. The value of kaah/k-a has been obtained from the calculated standard potential Eo' for Fred plus CH2O plus H forms Frad plus CH2OH. Assuming ka to represent a two-step process (i.e., Fred plus CH2O plus H k'a forms k'-a Fred plus CH2OH kb forms k-b Frad CH2OH, where ka equals (k'akb)/(k'-ak-b), the value of k'-a will equal 10-10 M-minus 1 sec-minus 1 and kb 10-9 M-minus 1 sec-minus 1. From k'a/k'-a and kb there can be computed the expected value of increment F is not equal to calc as a function of pH. Comparison of increment F is not equal to calc to increment F is not equal to exp reveals that increment F is not equal to calc varies from increment F is not equal to exp by only about 2kcal mol-minus 1 (8.4 kJ mol-minus 1) between pH 5 and 9. Similar considerations establish that radical intermediates should serve eminently well in dihydroflavin reduction of ethyl pyruvate, pyruvic acid, etc. In these cases, 1 e transfer should compete with H transfer to yield the carbanions as the immediate products. Similar comparisons suggest that dihydronicotinamide reduction proceeds via RPyH plus C negative charge O forms RPyH plus C-0minus +H forms -H RPyH plus C-OH forms RPy plus HC-OH.
本文讨论了二氢黄素对羰基化合物进行自由基还原的预期机制,及其与羰基化合物结构的关系。需要考虑的因素包括自由基阴离子(CR2O)的生成自由能、羰基官能团共轭酸的酸度(R2C负电荷OH)以及产物碳负离子物种[(-)CR2(OH)]的稳定性。本文提出,在那些产物醇能将黄素自由基还原为CR2O或CR2OH的情况下会发生这种情况,否则氢转移是二氢黄素还原的终端步骤。通过酸催化电子从二氢黄素(Fred)转移到甲醛得到的自由基物种CH2OH的生成自由能,被证明小于通过实验测定的二氢黄素还原甲醛的活化自由能(增量F不等于exp)(即,Fred加CH2O生成Fox加CH2OH)。因此,由二氢黄素自由基物种组成的自由基对在还原过程中作为中间体。我们提出的机制是:Fred加CH2O ka[H3O]形成k-a[H2O] Frad CH2OH生成kc Fox加CH3OH。kaah/k-a的值已从计算得到的Fred加CH2O加H生成Frad加CH2OH的标准电位Eo'中获得。假设ka代表一个两步过程(即,Fred加CH2O加H k'a形成k'-a Fred加CH2OH kb形成k-b Frad CH2OH,其中ka等于(k'akb)/(k'-ak-b)),k'-a的值将等于10-10 M-1 s-1,kb等于10-9 M-1 s-1。根据k'a/k'-a和kb,可以计算出作为pH函数的预期增量F不等于calc的值。将增量F不等于calc与增量F不等于exp进行比较表明,在pH 5至9之间,增量F不等于calc与增量F不等于exp的差异仅约为2kcal mol-1(8.4 kJ mol-1)。类似的考虑表明,自由基中间体在二氢黄素还原丙酮酸乙酯、丙酮酸等过程中应该表现得非常出色。在这些情况下,单电子转移应与氢转移竞争,以生成碳负离子作为直接产物。类似的比较表明,二氢烟酰胺还原通过RPyH加C负电荷O形成RPyH加C-0minus +H形成-H RPyH加C-OH形成RPy加HC-OH进行。