Abstract
This work presents a theoretical study aimed at analyzing the origin of the differences in the dynamics of alkylidenes complexes, known as Schrock olefin metathesis catalysts, supported on amorphous silica. The difference between the experimental chemical shift anisotropies (CSA) obtained from solid state NMR measurements and the values computed for the most stable configurations have been used in previous work to suggest different dynamical behaviors for the supported complexes. Some of the complexes were suggested to have limited mobilities while others were suggested to be mobiles. In the first group, one finds Mo complexes, and in the second, W, Re and Ta complexes. In this thesis, a methodology was established to compute the CSA and to obtain information on the dynamics that average the CSA over time. In the first part of this work, molecular species were considered and the non covalent interactions between the surface and the grafted complexes were studied with various DFT levels of calculations and various molecular models. This molecular modeling being inappropriate, a better representation of the surface of amorphous silica was carried out with classical molecular dynamic methods. The nature of the surface was analyzed and compared with available experimental information. In a following step, the dynamic behavior of these complexes was determined using an ab initio molecular dynamics (QM/MM) approach in which the metal fragments are treated at the quantum level and the support represented in a classical manner. These molecular dynamics studies yield time averaged CSA that are reasonably close to the experimental values and confirm in particular the partition into immobile (Mo) and mobile (W, Re, Ta) complexes. A detailed analysis of the results leads to a better understanding of the nature of the dynamics. Remarkably, motions relative to the silica surface and vibrations influencing the coordination sphere of the metal involving in particular agostic interactions both contribute to average the CSA.