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A Theoretical Analysis of Enantiomerization in Aromatic Amides

机译:芳族酰胺中对映异构的理论分析

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The mechanisms for enantiomerization in benzamide (B), N,N-dimethylbenzamide (DB), 1-naphthamide (N), and N,N-dimethyl-1-naphthamide (DN) were investigated both in the gas phase and in solution at the MP2-FC/6-311+G(d,p)//B3LYP/6-31+G(d,p) theory level. The effect of solvent (DMSO, chloroform) was taken into account by using the polarizable continuum model-united atom Hartree-Fock (PCM-UAHF) model. Two different kinds of mechanisms were found. The first kind proceeds through rotation about the Ar-CO bond and inversion at the nitrogen atom, while the second one consists of concerted Ar-CO and C-N rotations. Solvent effect destabilizes mostly the transition states (TSs) with concerted rotations owing to the loss of amide conjugation in these structures. According to our results using DMSO and chloroform as solvents, for benzamide, the mechanism through inversion is, respectively, 14.1 and 13.2 kcal mol~(-1) more favorable than that through concerted rotations. This difference diminishes when a second ring is introduced (11.3 and 10.7 kcal mol~(-1), respectively, for N) and even more when the hydrogen atoms on N are substituted by methyl groups so that for DB the route through inversion is, respectively, 5.5 and 4.8 kcal mol~(-1) more favorable than that through concerted Ar-CO and C-N rotations and for DN this difference reduces to 1.1 and 0.6 kcal mol~(-1), respectively, rendering both mechanisms practically competitive in this case.
机译:分别在气相和溶液中研究了苯甲酰胺(B),N,N-二甲基苯甲酰胺(DB),1-萘酰胺(N)和N,N-二甲基-1-萘酰胺(DN)中对映异构化的机理MP2-FC / 6-311 + G(d,p)// B3LYP / 6-31 + G(d,p)理论水平。通过使用可极化连续体模型联合原子Hartree-Fock(PCM-UAHF)模型,考虑了溶剂(DMSO,氯仿)的影响。发现了两种不同的机制。第一种通过围绕Ar-CO键旋转并在氮原子处反转而进行,而第二种则由协调的Ar-CO和C-N旋转组成。由于这些结构中酰胺共轭的丧失,溶剂效应主要通过协调旋转使过渡态(TSs)不稳定。根据我们使用DMSO和氯仿作为溶剂的结果,对于苯甲酰胺,通过反转的机理分别比通过协调旋转更有利,分别为14.1和13.2 kcal mol〜(-1)。当引入第二个环时(N分别为11.3和10.7 kcal mol〜(-1)),该差异减小,而当N上的氢原子被甲基取代时,这种差异减小,因此对于DB而言,通过转化的途径是分别比通过协调的Ar-CO和CN旋转更有利于5.5和4.8 kcal mol〜(-1),并且对于DN而言,该差异分别减小到1.1和0.6 kcal mol〜(-1),使这两种机理在竞争中都具有实际竞争力。这个案例。

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