Helling Christoph, Jones Cameron
School of Chemistry, Monash University, PO Box 23, Melbourne, VIC, 3800, Australia.
Chemistry. 2023 Oct 26;29(60):e202302222. doi: 10.1002/chem.202302222. Epub 2023 Sep 15.
The presence of complex Schlenk equilibria is a central property of synthetically invaluable Grignard reagents substantially affecting their reactivity and selectivity in chemical transformations. In this work, the steric effects of aryl substituents on the Schlenk-type equilibria of their lighter congeners, arylberyllium bromides, are systematically studied. Combination of diarylberyllium complexes Ar Be(OEt ) (1Ar, Ar=Tip, Tcpp; Tip=2,4,6-iPr C H , Tcpp=2,4,6-Cyp C H , Cyp=c-C H ), containing sterically demanding aryl groups, and BeBr (OEt ) (2) affords the Grignard-analogous arylberyllium bromides ArBeBr(OEt ) (3Ar, Ar=Tip, Tcpp). In contrast, Mes Be(OEt ) (1Mes, Mes=2,4,6-Me C H ) and 2 exist in a temperature-dependent equilibrium with MesBeBr(OEt ) (3Mes) and free OEt . Ph Be(OEt ) (1Ph) reacts with 2 to afford dimeric [PhBeBr(OEt )] ([3Ph] ). Moreover, the influence of replacing the OEt donor by an N-heterocyclic carbene, IPr Me (IPr Me =C(iPrNCMe) ), on the redistribution reactions was investigated. The solution- and solid-state structures of the diarylberyllium and arylberyllium bromide complexes were comprehensively characterized using multinuclear ( H, Be, C) NMR spectroscopic methods and single-crystal X-ray diffraction, while DFT calculations were employed to support the experimental findings.
复杂的施伦克平衡的存在是合成中非常重要的格氏试剂的核心性质,这在很大程度上影响了它们在化学转化中的反应性和选择性。在这项工作中,系统地研究了芳基取代基对其较轻同系物芳基溴化铍的施伦克型平衡的空间效应。含有空间位阻较大的芳基的二芳基铍配合物Ar₂Be(OEt)₂(1Ar,Ar = Tip,Tcpp;Tip = 2,4,6-iPr₃C₆H₂,Tcpp = 2,4,6-Cyp₃C₆H₂,Cyp = c-C₆H₁₁)与BeBr₂(OEt)₂(2)反应,得到类似格氏试剂的芳基溴化铍ArBeBr(OEt)(3Ar,Ar = Tip,Tcpp)。相比之下,Mes₂Be(OEt)₂(1Mes,Mes = 2,4,6-Me₃C₆H₂)和2与MesBeBr(OEt)(3Mes)和游离的OEt⁻存在温度依赖性平衡。Ph₂Be(OEt)₂(1Ph)与2反应生成二聚体[PhBeBr(OEt)]₂([3Ph]₂)。此外,还研究了用N-杂环卡宾IPrMe(IPrMe = C(iPrNCMe)₂)取代OEt⁻供体对再分配反应的影响。使用多核(¹H、⁹Be、¹³C)核磁共振光谱方法和单晶X射线衍射对二芳基铍和芳基溴化铍配合物的溶液和固态结构进行了全面表征,同时采用密度泛函理论计算来支持实验结果。