Centro de Astrobiología (CSIC-INTA), Ctra. Ajalvir Km 4, 28850-Torrejon de Ardoz, Madrid (Spain).
Chemphyschem. 2013 Dec 2;14(17):3982-93. doi: 10.1002/cphc.201300699. Epub 2013 Nov 4.
Simulations of a chemical kinetics model, based on the free-energy relationships of classical primary nucleation theory, show that the deracemization phenomenon in systems of achiral or fast racemizing compounds yielding enantiopure crystals as the more stable solid phase is a true spontaneous mirror symmetry breaking process (SMSB). That is, the achievement of a stationary chiral state is more stable than the racemic one. The model translates the free-energy relationships determined by the existence of a critical size cluster to a chemical kinetics model, in which the consideration of forward and backward reaction rate constants avoids the misuse of network parameters that violate thermodynamic constraints (microreversibility principle), which would lead to apparent in silico SMSB. The model provides qualitative agreement for deracemizations by mechanical attrition of visible crystals, as well as for those obtained under temperature gradients. The analysis of the effect of the system parameters to obtain a SMSB scenario shows that the network possesses the principal characteristics of SMSB networks: 1) an enantioselective autocatalytic stage, corresponding to the non-linear kinetics of enantioselective (homochiral) cluster-to-cluster growth, and 2) the mutual inhibition step originating in the backward flow of chiral clusters towards smaller achiral clusters, or even to a racemizing monomer. The application of such a SMSB kinetic model to enantioselective polymerizations and to chiral biopolymers is discussed.
基于经典初级成核理论自由能关系的化学动力学模型模拟表明,在手性或快速外消旋化合物体系中,当非手性或快速外消旋化合物生成手性纯晶体作为更稳定的固相时,消旋现象是一种真正的自发镜像对称破缺过程(SMSB)。也就是说,达到稳定的手性状态比外消旋状态更稳定。该模型将由临界尺寸团簇存在所确定的自由能关系转化为化学动力学模型,其中正向和反向反应速率常数的考虑避免了违反热力学约束(微观可逆性原理)的网络参数的误用,否则会导致明显的虚拟 SMSB。该模型为通过可见晶体的机械磨损进行的消旋以及在温度梯度下获得的消旋提供了定性的一致性。对系统参数的影响进行分析以获得 SMSB 情景表明,该网络具有 SMSB 网络的主要特征:1)手性自催化阶段,对应于手性(同手性)簇到簇生长的非线性动力学,以及 2)源于手性簇向更小的非手性簇甚至外消旋单体回流的相互抑制步骤。讨论了这种 SMSB 动力学模型在手性聚合和手性生物聚合物中的应用。