Interfacial super-roughening by linear growth equations

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Title:	Interfacial super-roughening by linear growth equations
Authors:	Pang, Ning-ning;曾文哲;Tzeng, Wen-jer
Contributors:	淡江大學物理學系
Date:	2001-10-20
Issue Date:	2009-12-31 10:13:02 (UTC+8)
Publisher:	World Scientific Publishing
Abstract:	We give an extensive analytical study of a class of linear growth equations in 1+1 dimensions which describe certain interfacial super-roughening processes. With our calculation, we give a first rigorous analytical affirmation on the applicability of the anomalous dynamic scaling ansatz, which has been proposed to describe the dynamics of super-rough interfaces in finite systems. In addition, we explicitly evaluate not only the leading order but also all the sub-leading orders which dominate over the ordinary dynamic scaling term. Finally, we briefly discuss the influence of the macroscopic background formation on the interfacial anomalous roughening in super-rough growth processes.
Relation:	International Journal of Modern Physics B 15(26), pp.3429-3438
DOI:	10.1142/S0217979201007324
Appears in Collections:	[Graduate Institute & Department of Physics] Journal Article

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