NUMERICAL STUDY OF SCALING BEHAVIOR OF INTERFACE IN POROUS MEDIA

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REZAEI Z.

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Journal: AMIRKABIR Year:2007 | Volume:17 | Issue:65-E-65-D (TOPICS IN: GROUPS OF BASIC SCIENCE, APPLIED ENGINEERING AND CHEMICAL, POLYMER, TEXTILE ENGINEERING) Page(s): 29-34

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Information Journal Paper

Title

NUMERICAL STUDY OF SCALING BEHAVIOR OF INTERFACE IN POROUS MEDIA

Author(s)

REZAEI Z. | Issue Writer Certificate

Keywords

POROUS MEDIAQ2

SURFACE GROWTHQ3

QUENCHED NOISEQ3

INTERFACE WIDTHQ3

SCALING FUNCTIONQ3

Abstract

An stochastic model of an interface moving through POROUS MEDIA is studied in this paper. This model differs from the standard Kardar-Parisi-Zhang by the fact that the fluctuations are quenched random variables. It is concluded that the Family-Vicsek scaling form is valid for POROUS MEDIA. Scaling exponents in POROUS MEDIA and in the absence of QUENCHED NOISE are calculated and compared for dimension d=1. It's obtained that the rate of average height increment of interface in POROUS MEDIA for RD (Random Deposition) model is in the form of tk-1; k<1. It shows, this rate is a decreasing function of time.

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APA: Copy

REZAEI, Z.. (2007). NUMERICAL STUDY OF SCALING BEHAVIOR OF INTERFACE IN POROUS MEDIA. AMIRKABIR, 17(65-E-65-D (TOPICS IN: GROUPS OF BASIC SCIENCE, APPLIED ENGINEERING AND CHEMICAL, POLYMER, TEXTILE ENGINEERING)), 29-34. SID. https://sid.ir/paper/1044/en

Vancouver: Copy

REZAEI Z.. NUMERICAL STUDY OF SCALING BEHAVIOR OF INTERFACE IN POROUS MEDIA. AMIRKABIR[Internet]. 2007;17(65-E-65-D (TOPICS IN: GROUPS OF BASIC SCIENCE, APPLIED ENGINEERING AND CHEMICAL, POLYMER, TEXTILE ENGINEERING)):29-34. Available from: https://sid.ir/paper/1044/en

IEEE: Copy

Z. REZAEI, “NUMERICAL STUDY OF SCALING BEHAVIOR OF INTERFACE IN POROUS MEDIA,” AMIRKABIR, vol. 17, no. 65-E-65-D (TOPICS IN: GROUPS OF BASIC SCIENCE, APPLIED ENGINEERING AND CHEMICAL, POLYMER, TEXTILE ENGINEERING), pp. 29–34, 2007, [Online]. Available: https://sid.ir/paper/1044/en

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