1991
DOI: 10.1103/physrevlett.67.1759
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Submicron-scale surface roughening induced by ion bombardment

Abstract: WA 8 t O dt 4. PEMORMIWA ORGAWIATION REPORT NUMIER(S) S. MONITORING ORGANIZATION REPORT h4UMIER(SiP go MAWE OF PERFOR1miNG ORGANIZATION 60 OFFICE SYMIOL 7& IIINE OF MONITORING ORGANIZATION 2we htgert of the Of appicable) 1) OttPsdn dnsttv Wwivrsit of California 2) OMR AlexandriA' Technical G. ADDRESS "O~. &iM. W4d t co*) 7b. A5010*Csft; Strv. u'W 10 Coe)

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Cited by 265 publications
(117 citation statements)
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“…First, the roughness might simply arise from the shot-noiselike, infrequent sputtering of the sample surface by plasma ions. 29,30 Second, SiO x F y nanoparticles might form in the plasma and precipitate on the sample surface, yielding a random mask for the initial physical etching and, thus, a strongly increased surface roughness. 22 However, further experimental evidence is necessitated to resolve the issue of nanostructure initiation conclusively.…”
Section: A Structure Evolution During Etchingmentioning
confidence: 99%
“…First, the roughness might simply arise from the shot-noiselike, infrequent sputtering of the sample surface by plasma ions. 29,30 Second, SiO x F y nanoparticles might form in the plasma and precipitate on the sample surface, yielding a random mask for the initial physical etching and, thus, a strongly increased surface roughness. 22 However, further experimental evidence is necessitated to resolve the issue of nanostructure initiation conclusively.…”
Section: A Structure Evolution During Etchingmentioning
confidence: 99%
“…The generality of KPZ scaling would be a consequence of the phenomenon of universality observed for the scaling properties of rough surfaces. However, despite some attempts at measuring KPZ scaling in, e.g., IBS [7] or ECD [8], to date very few experiments have been reported which are unambiguously described by the KPZ equation [9 -11]. The identiÿcation of the physical mechanisms responsible for this paradoxical (termed "anomalous" in some early studies of kinetic roughening) non-KPZ scaling behavior has been complicated by two main reasons: on the one hand, while detailed derivations of the KPZ equation have actually been achieved, they apply to discrete or continuous theoretical models [12] which are indirectly related with experiments, or else the derivations themselves need resort to approximations which are not free from ambiguities.…”
Section: Introductionmentioning
confidence: 99%
“…While successful in predicting the ripple wavelength and orientation [9], the linear theory fails to explain a number of experimental features, such as the saturation of the ripple amplitude [10][11][12], or the appearance of kinetic roughening [14,15]. To address these questions it has been proposed [16] that these shortcomings can be cured by the inclusion of nonlinear terms and noise, derived from the Sigmund's theory of sputtering.…”
mentioning
confidence: 99%