KINETICS OF HYDROGEN DESORPTION FROM GERMANIUM-COVERED SI(100)

Citation
Nm. Russell et Jg. Ekerdt, KINETICS OF HYDROGEN DESORPTION FROM GERMANIUM-COVERED SI(100), Surface science, 369(1-3), 1996, pp. 51-68
Citations number
69
Categorie Soggetti
Chemistry Physical
Journal title
ISSN journal
00396028
Volume
369
Issue
1-3
Year of publication
1996
Pages
51 - 68
Database
ISI
SICI code
0039-6028(1996)369:1-3<51:KOHDFG>2.0.ZU;2-Y
Abstract
Two models from the recent literature, proposed to describe the appare nt effect of Ge coverage on silicon monohydride desorption kinetics, a re evaluated based on their ability to fit temperature-programmed deso rption data, an evaluation of the physical consistency of the estimate d kinetic constants, and a comparison with the effects of other atomic impurities (B, P, C) on hydrogen desorption from Si(100). The first m odel attributes the decrease in the peak temperature for silicon monoh ydride (beta(1)) desorption with increasing Ge coverage to a long-rang e electronic effect that reduces the activation barrier uniformly over the entire surface. It is shown that this model fails to fit the high Ge coverage data unless the preexponential factor also decreases by a pproximately nine orders of magnitude, which is physically implausible . The second model considers the possibility of an alternate pathway t o depopulate the silicon monohydride phase, in which hydrogen diffuses from the silicon to the germanium surface phase, and desorbs rapidly from a short-lived GeH intermediate. The estimated activation barrier for the surface migration step of 25+/-1 kcal mol(-1) is thermodynamic ally consistent with the energetics of hydrogen desorption from Si and Ge, and its magnitude is intermediate between the estimated activatio n barriers for hydrogen surface diffusion on Si and Ge. Although Ge ma y modify the energetics of the interaction of hydrogen and silicon, it is concluded that such an effect alone is insufficient to describe th e shift and broadening of the beta(1) feature, while the GeH intermedi ate model succeeds, even in the absence of any such effect.