FINITE SIZE CORRECTION ON THE SURFACE WIDTH OF RANDOM DEPOSITION WITH SURFACE RELAXATION MODEL

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AZIMI ANARAKI P.

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Journal: JOURNAL OF SCIENCES (ISLAMIC AZAD UNIVERSITY) Year:2007 | Volume:17 | Issue:63 (PHYSICS ISSUE) Page(s): 1-12

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Title

FINITE SIZE CORRECTION ON THE SURFACE WIDTH OF RANDOM DEPOSITION WITH SURFACE RELAXATION MODEL

Author(s)

AZIMI ANARAKI P. | Issue Writer Certificate

Keywords

SURFACE WIDTHQ3

RANDOM DEPOSITIONQ3

SURFACE RELAXATIONQ3

KARDAR-PARIZI-ZHANGQ3

EDWARDS- WILKINSONQ3

LANGEVINQ3

Abstract

In this research the Kardar-Parizi- Zhang equation for surface growth has been analyzed in the regime where the nonlinear coupling constant,l, is small (Edwards-Wilkinson equation) and also by using Fourier Transformations the finite size correction on the mean-square width has been calculated. It has found that the calculated interface width for t@0 behaves as W(L,t)~tb+t 2+d/2 /L2d and for t→¥ behaves as W(L,t) ~La– L6-d/2/t.

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APA: Copy

AZIMI ANARAKI, P.. (2007). FINITE SIZE CORRECTION ON THE SURFACE WIDTH OF RANDOM DEPOSITION WITH SURFACE RELAXATION MODEL. JOURNAL OF SCIENCES (ISLAMIC AZAD UNIVERSITY), 17(63 (PHYSICS ISSUE)), 1-12. SID. https://sid.ir/paper/70443/en

Vancouver: Copy

AZIMI ANARAKI P.. FINITE SIZE CORRECTION ON THE SURFACE WIDTH OF RANDOM DEPOSITION WITH SURFACE RELAXATION MODEL. JOURNAL OF SCIENCES (ISLAMIC AZAD UNIVERSITY)[Internet]. 2007;17(63 (PHYSICS ISSUE)):1-12. Available from: https://sid.ir/paper/70443/en

IEEE: Copy

P. AZIMI ANARAKI, “FINITE SIZE CORRECTION ON THE SURFACE WIDTH OF RANDOM DEPOSITION WITH SURFACE RELAXATION MODEL,” JOURNAL OF SCIENCES (ISLAMIC AZAD UNIVERSITY), vol. 17, no. 63 (PHYSICS ISSUE), pp. 1–12, 2007, [Online]. Available: https://sid.ir/paper/70443/en

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