摘要

The reaction of a transition metal coordination complex, Ti[N(CH3)(2)](4), with self-assembled monolayers (SAMs) possessing-OH, -NH2, and -CH3 terminations has been examined using supersonic molecular beam techniques. The emphasis here is on how the reaction probability varies with incident kinetic energy (E-i=0.4-2.07 eV) and angle of incidence (theta(i)=0 degrees-60 degrees). The most reactive surface is the substrate underlying the SAMs-SiO2 with a high density of -OH(a) (> 5x10(14) cm(-2)), "chemical oxide." On chemical oxide, the dynamics of adsorption are well described by trapping, precursor-mediated adsorption, and the initial probability of adsorption depends only weakly on E-i and theta(i). The dependence of the reaction probability on substrate temperature is well described by a model involving an intrinsic precursor state, where the barrier for dissociation is approximately 0.2-0.5 eV below the vacuum level. Reaction with the SAMs is more complicated. On the SAM with the unreactive, -CH3, termination, reactivity decreases continuously with increasing E-i while increasing with increasing theta(i). The data are best interpreted by a model where the Ti[N(CH3)(2)](4) must first be trapped on the surface, followed by diffusion through the SAM and reaction at the SAM/SiO2 interface with residual -OH(a). This process is not activated by E-i and most likely occurs in defective areas of the SAM. On the SAMs with reactive end groups, the situation is quite different. On both the-OH and -NH2 SAMs, the reaction with the Ti[N(CH3)(2)](4) as a function of E-i passes through a minimum near E-i similar to 1.0 eV. Two explanations for this intriguing finding are made-one involves the participation of a direct dissociation channel at sufficiently high E-i. A second explanation involves a new mechanism for trapping, which could be termed penetration facilitated trapping, where the Ti[N(CH3)(2)](4) penetrates the near surface layers, a process that is activated as the molecules in the SAM must be displaced from their equilibrium positions.

  • 出版日期2006-7-21