Computational Methods in Organometallic Catalysis. Yu Lan

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Computational Methods in Organometallic Catalysis - Yu Lan

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reactions, which had opened up a whole new field of asymmetric catalysis with transition metals [86]. W. S. Knowles shared 2001 Nobel prize in chemistry with K. B. Sharples and R. Noyori, who promoted the research upsurge of asymmetric catalysis. Moreover, Chauvin, Grubbs, and Schrock won the 2005 Nobel prize in recognition of their outstanding contributions in transition metal‐mediated metathesis of olefins.

      Transition metal catalysis is one of the most powerful tools for the construction of new organic materials, whose development trend is more efficient as well as more complex. Therefore, studying the mechanism of organometallic catalysis has become even more essential, and has proved to be the basis for the design of new ligands, catalysts, and reactions.

      1.2.1 Mechanism of Transition Metal Catalysis

      Generally, reaction mechanism could be considered to be all elementary reactions used to describe a chemical change passing in a reaction. It is to decompose a complex reaction into several elementary reactions and then combine them according to certain rules, so as to expound the internal relations of complex reactions and the internal relations between total reactions and elementary reactions. The rate of chemical reaction is closely related to the specific pathways through which the reaction takes place.

Schematic illustration of revealing the reaction mechanism of organometallic catalysis.

      The combination of theoretical and experimental techniques could not only greatly improve the efficiency of reaction and yield of product, but also uncover the factors that control the selectivity of product more clearly. The promotion of theoretical study to experimental investigation could be summarized into “3D,” i.e. description, design, and direction. Based on the data obtained from experimental technique, detailed description for the mechanism of organometallic catalysis could be fulfilled using theoretical calculations. Based on the results of computations, the mechanisms could be verified by the designed experiment. To put in a nutshell, theoretical calculations could play a critical role in the direction of transition‐metal‐organic synthesis.

      Quantum chemical computation based on first principle provides a powerful tool for the mechanistic study of transition metal catalysis. Since the whole content of this book is to discuss the theoretical calculation‐based study for the mechanism of transition metal catalysis, we will give only a few examples to show how to study the reaction mechanism by theoretical calculations.

Chemical reaction depicts the resonance structures of (Xantphos)Pd(CH2NBn2)+.

      To summarize, computational organometallic chemistry focuses on some of the stationary points

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