Poli Rinaldo, Shaver Michael P
CNRS, LCC (Laboratoire de Chimie de Coordination), 205 route de Narbonne, BP 44099, F-31077, Toulouse Cedex 4, France.
Inorg Chem. 2014 Jul 21;53(14):7580-90. doi: 10.1021/ic5009347. Epub 2014 Jul 3.
This study has addressed the radical polymerization of styrene mediated by the diaminobis(phenolate) complexes [Fe(O-2,4-Y2C6H2-5-CH2)2NCH2CH2NMe2], abbreviated as [Fe(II)]. The system is known to be well controlled when Y = Cl but not when Y = alkyl. The control was proposed to occur by a dual ATRP+OMRP mechanism. We have used DFT calculations to address the Y = Cl and Y = CH3 systems. The growing radical chain, ATRP dormant chain, and OMRP dormant chain were simplified to PhCH(CH3)(•), PhCH(CH3)-Cl, and [PhCH(CH3)-Fe(III)]. The idealized ATRP activation/deactivation equilibrium involves [Fe(III)-Cl] (I(Y)) and PhCH(CH3)(•) on the active side and [Fe(II)] (II(Y)) and PhCH(CH3)-Cl on the dormant side, whereas the OMRP activation/deactivation relates [Fe(II)] and PhCH(CH3)(•) with [PhCH(CH3)-Fe(III)] (III(Y)). A benchmarking of various functionals against the known spin properties of alkylporphyriniron(III) shows B3PW91* to be a suitable functional. For the purpose of bond dissociation energy calculations, a dispersion correction was made (B3PW91*-D3). For both Y systems, the ground state is a spin sextet for I, a spin quintet for II, and a spin quartet for III. The calculations show a greater energy cost for the ATRP activation process involving Cl atom addition to II(Cl) to yield I(Cl) (7.2 kcal/mol) relative to the process transforming II(Me) to I(Me) (2.1 kcal/mol). On the other hand, the alkyl addition transforming II to III provides slightly greater stabilization for II(Cl) (27.1 kcal/mol) than for II(Me) (26.1 kcal/mol). As a result, both ATRP and OMRP trapping processes provide greater stabilization for the Y = Cl system, in agreement with the observed better control. The charge analysis attributes these minor but determining energy differences to the inductive electron withdrawing effect of the phenolato Cl substituents. The ATRP and OMRP activation/deactivation pathways have been analyzed in relation to the spin state change; they show in each case the absence of an activation barrier, and both processes corresponding to spin allowed single-state pathways occurring on the quartet (OMRP) and quintet (ATRP) potential energy surfaces. Molecular volume calculations suggest that the balance between ATRP and OMRP may shift in favor of the latter at higher pressures.
本研究探讨了由二氨基双(酚盐)配合物[Fe(O-2,4-Y2C6H2-5-CH2)2NCH2CH2NMe2](简称为[Fe(II)])介导的苯乙烯自由基聚合反应。已知当Y = Cl时该体系可控,而当Y = 烷基时则不可控。有人提出这种可控性是通过双ATRP + OMRP机制实现的。我们使用密度泛函理论(DFT)计算来研究Y = Cl和Y = CH3的体系。将增长的自由基链、ATRP休眠链和OMRP休眠链分别简化为PhCH(CH3)(•)、PhCH(CH3)-Cl和[PhCH(CH3)-Fe(III)]。理想化的ATRP活化/失活平衡涉及活性侧的[Fe(III)-Cl](I(Y))和PhCH(CH3)(•)以及休眠侧的[Fe(II)](II(Y))和PhCH(CH3)-Cl,而OMRP活化/失活则涉及[Fe(II)]和PhCH(CH3)(•)与[PhCH(CH3)-Fe(III)](III(Y))。针对烷基卟啉铁(III)的已知自旋性质对各种泛函进行基准测试表明,B3PW91是一种合适的泛函。为了进行键解离能计算,进行了色散校正(B3PW91-D3)。对于两个Y体系,基态对于I是自旋六重态,对于II是自旋五重态,对于III是自旋四重态。计算表明,相对于将II(Me)转化为I(Me)(2.1 kcal/mol)的过程,涉及将Cl原子加成到II(Cl)以生成I(Cl)的ATRP活化过程的能量成本更高(7.2 kcal/mol)。另一方面,将II转化为III的烷基加成过程为II(Cl)(27.1 kcal/mol)提供的稳定性略高于II(Me)(26.1 kcal/mol)。因此,ATRP和OMRP捕获过程都为Y = Cl体系提供了更大的稳定性,这与观察到的更好的可控性一致。电荷分析将这些微小但起决定性作用的能量差异归因于酚盐Cl取代基的吸电子诱导效应。已结合自旋态变化分析了ATRP和OMRP活化/失活途径;它们在每种情况下都显示不存在活化能垒,并且这两个过程都对应于在四重态(OMRP)和五重态(ATRP)势能面上发生的自旋允许的单态途径。分子体积计算表明,在更高压力下,ATRP和OMRP之间的平衡可能会向有利于后者的方向转变。