Restricted solid-on-solid model and a directed polymer in random potentials

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초록

We review the restricted solid on solid growth model which corresponds to the Kardar Parisi Zhang equation partial derivativeh/partial derivativet = vdel(2) + lambda(delh)(2) + eta, where h and eta are the surface height and the random noise of the deposition, respectively. The interface width grows as t(beta) with beta approximate to 1/(d + 1). The relation between the restricted solid on solid growth model and the directed polymer problem in random potentials is described, and the phase transition of the models is discussed.

키워드

restricted solid on solid model; Kardar Parisi Zhang equation; directed polymer; random potentials; surface roughness; PARISI-ZHANG EQUATION; UPPER CRITICAL DIMENSION; SURFACE-GROWTH MODEL; INTERFACE GROWTH; PHASE-TRANSITION; BALLISTIC DEPOSITION; SUBSTRATE DIMENSIONS; CONTINUUM EQUATION; RANDOM-MEDIA; SYSTEMS
제목
Restricted solid-on-solid model and a directed polymer in random potentials
저자
Kim, JM
발행일
2004-12
유형
Review
저널명
Journal of the Korean Physical Society
권
45
호
6
페이지
1413 ~ 1419