1988
DOI: 10.1063/1.455616
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Effects of gas-phase collisions in rapid desorption of molecules from surfaces in the presence of coadsorbates

Abstract: The effects of gas-phase collisions in mixtures of gases rapidly desorbed from surfaces are studied using direct Monte Carlo techniques. The results are compared with the effects observed in the desorption of pure gases under similar conditions. The translational energy distribution of the desorbed particles are found to deviate from the Boltzmann distribution and are found to be well represented by ellipsoidal Boltzmann distributions. In this respect the rapid desorption process is found to have similarities … Show more

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Cited by 63 publications
(25 citation statements)
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“…Numerous papers 1, [11][12][13] deal with the angular distribution of the ablated flux and the resulting angular profiles of film thickness. It was shown, furthermore, that the deposited flux is frequently modified by the presence of a background gas, 1,3-7 and the distribution of the deposited material is not directly connected with the angular distribution of the ablated particles.…”
Section: Introductionmentioning
confidence: 99%
“…Numerous papers 1, [11][12][13] deal with the angular distribution of the ablated flux and the resulting angular profiles of film thickness. It was shown, furthermore, that the deposited flux is frequently modified by the presence of a background gas, 1,3-7 and the distribution of the deposited material is not directly connected with the angular distribution of the ablated particles.…”
Section: Introductionmentioning
confidence: 99%
“…Indeed, as forward peaking of the polar distribution of ablated atomic material can be thought of as arising from particle collisions, [7][8][9] it is then intuitively reasonable that increasing both the focused laser spot size and focused power density, independently, should lead to an increase in such forward peaking, as both such variations will lead to an increased number of collisions for any particle passing through the thermalizing ''Knudsen'' region. 13,42 …”
Section: Resultsmentioning
confidence: 99%
“…Conditions of local equilibrium then hold. (In fact a KL is really infinitely thick, but is nearly fully developed after only 2 -3 mean &ee paths [19,20]. This is why we speak of a boundary.…”
Section: B the Knudsen Layermentioning
confidence: 96%