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Journal of the Korean Physical Society, ISSN 0374-4884, 4/2019, Volume 74, Issue 8, pp. 771 - 774
We study a random walk diffusion model under the restricted solid-on-solid (RSOS) condition in d = 3 + 1 and d = 4 + 1 dimensions. A dropped particle is... 
Restricted solid-on-solid model | Theoretical, Mathematical and Computational Physics | Random walk | Langevin equation | Physics, general | Physics | Particle and Nuclear Physics | KINETIC GROWTH | PHYSICS, MULTIDISCIPLINARY | SURFACE | CONTINUUM | 물리학
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 05/2017, Volume 70, Issue 9, pp. 845 - 848
We study the fluctuation of the waiting time tau in the restricted solid-on-solid growth model. The waiting time tau(x, h) is defined as the Monte Carlo time... 
Restricted solid-on-solid model | Surface roughness | Kardar-Parisi-Zhang equation | Growth exponent | PHYSICS, MULTIDISCIPLINARY | DIMENSION | PARISI-ZHANG EQUATION | 물리학
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 11/2015, Volume 67, Issue 9, pp. 1529 - 1532
A restricted solid-on-solid model is investigated with various height restriction parameters N in 2 + 1 dimension to determine the critical exponents for the... 
Restricted solid-on-solid model | Kardar-Parisi-Zhang equation | Theoretical, Mathematical and Computational Physics | Surface roughness | Physics, general | Physics | Particle and Nuclear Physics | Growth exponent | PHYSICS, MULTIDISCIPLINARY | PARISI-ZHANG EQUATION | DIRECTED POLYMERS | 물리학
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 12/2014, Volume 65, Issue 11, pp. 1729 - 1732
A continuous height-restricted solid-on-solid model is introduced to reduce the artifact of the discrete height model. The interface width W(t) grows as t β at... 
Restricted solid-on-solid model | Upper critical dimension | Kardar-Parisi-Zhang equation | Theoretical, Mathematical and Computational Physics | Surface roughness | Physics, general | growth exponent | Physics | Particle and Nuclear Physics | PHYSICS, MULTIDISCIPLINARY | PARISI-ZHANG EQUATION | DIRECTED POLYMERS | 물리학
Journal Article
Modern Physics Letters B, ISSN 0217-9849, 02/2011, Volume 25, Issue 4, pp. 255 - 264
The contour lines of the saturated surface of the (2 + 1)-dimensional restricted solid-on-solid (RSOS) growth model are investigated by numerical method. It is... 
contour lines | Restricted solid-on-solid model | conformal invariance | PHYSICS, CONDENSED MATTER | PHYSICS, APPLIED | GROWTH | MODEL | PHYSICS, MATHEMATICAL | SLE
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 11/2019, Volume 75, Issue 10, pp. 751 - 754
The surface dynamics of a restricted solid-on-solid growth model is studied using various restriction parameter N in d = 3 + 1. The surface width W(L, t) grows... 
Restricted solid-on-solid model | Kardar-Parisi-Zhang equation | Theoretical, Mathematical and Computational Physics | Surface roughness | Physics, general | growth exponent | Physics | Particle and Nuclear Physics | 물리학
Journal Article
Journal of Physics A: Mathematical and Theoretical, ISSN 1751-8113, 03/2016, Volume 49, Issue 15, p. 155002
We study the effect of a one-dimensional driving field on the interface between two coexisting phases in a two dimensional model. This is done by considering... 
large deviations | Ising model | non-equilibrium | phase diagrams | restricted solid on solid | FLUIDS | CRITICAL-POINT SHIFTS | PHYSICS, MULTIDISCIPLINARY | COMPETING WALLS | PHYSICS, MATHEMATICAL | MONTE-CARLO | TRANSITION | FILMS | SURFACE FIELDS | FLUCTUATIONS | EXCLUSION PROCESS | LONG-RANGE CORRELATIONS
Journal Article
Modern Physics Letters B, ISSN 0217-9849, 01/2004, Volume 18, Issue 1, pp. 11 - 17
We introduce a Conserved Noise Restricted Solid-On-Solid (CNRSOS) model. The surface width W of the model grows as tβcn at the beginning with βcn≈0.12 and... 
Solid-on-solid model | Restricted curvature | Restricted height | Interface roughness | Conserved noise | PHYSICS, CONDENSED MATTER | DRIVEN INTERFACES | PHYSICS, APPLIED | restricted curvature | GROWTH | restricted height | interface roughness | conserved noise | PHYSICS, MATHEMATICAL | solid-on-solid model
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 3/2016, Volume 68, Issue 5, pp. 624 - 627
We study a random-walk diffusion model for a restricted solid-on-solid (RSOS) condition, where a deposited particle is allowed to walk randomly until visiting... 
Restricted solid-on-solid model | Theoretical, Mathematical and Computational Physics | Conserved Langevin equation | Random walk | Physics, general | Physics | Particle and Nuclear Physics | KINETIC GROWTH | PHYSICS, MULTIDISCIPLINARY | SURFACE | CONTINUUM | 물리학
Journal Article
Wuli Xuebao/Acta Physica Sinica, ISSN 1000-3290, 07/2015, Volume 64, Issue 13
In order to investigate the influence of structures of substrates on the dynamic properties of a discrete growth model, the restricted solid-on-solid model for... 
Restricted solid-on-solid model | Dynamic scaling behavior | Koch fractal substrate | restricted solid-on-solid model | dynamic scaling behavior | PHYSICS, MULTIDISCIPLINARY | EQUATION
Journal Article
New Physics: Sae Mulli, ISSN 0374-4914, 05/2016, Volume 66, Issue 5, pp. 612 - 615
Journal Article
Wuli Xuebao/Acta Physica Sinica, ISSN 1000-3290, 08/2014, Volume 63, Issue 15
In order to investigate the effect of the structure of a non-complete substrate on the dynamic behaviors of a growing surface, the restricted solid-on-solid... 
Restricted solid-on-solid model | Fractal substrate | Dynamic scaling behavior | fractal substrate | restricted solid-on-solid model | dynamic scaling behavior | PHYSICS, MULTIDISCIPLINARY | BALLISTIC DEPOSITION
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 05/2011, Volume 58, Issue 5, pp. 1076 - 1081
A restricted solid-on-solid growth model is studied for various fractal substrates, i.e., a Sierpinski gasket, a checkerboard fractal, and a Sierpinski carpet,... 
Restricted solid-on-solid model | Surface roughness | Fractal | Kardar-parisi-zhang equation | PHYSICS, MULTIDISCIPLINARY | Kardar-Parisi-Zhang equation
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 1/2013, Volume 62, Issue 1, pp. 14 - 17
A restricted solid-on-solid growth model with a defect in the middle of a two-dimensional substrate is studied. A particle is deposited with a probability P at... 
Facet transition | Kardar-Parisi-Zhang equation | Theoretical, Mathematical and Computational Physics | Physics, general | Physics | Particle and Nuclear Physics | Restricted solid-on-solid growth model | DIRECTED POLYMER | PHYSICS, MULTIDISCIPLINARY | 물리학
Journal Article
Physica A: Statistical Mechanics and its Applications, ISSN 0378-4371, 2010, Volume 389, Issue 21, pp. 5053 - 5060
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 2008, Volume 53, Issue 4, pp. 1797 - 1801
We study the extended version of a restricted solid-on-solid model with conserved noise where the total number of particles is conserved. In two substrate... 
Negative exponents | Restricted curvature model | Restricted solid-on-solid model | Conserved noise | PHYSICS, MULTIDISCIPLINARY | GROWTH | PARISI-ZHANG EQUATION | INTERFACES | EDWARDS-WILKINSON EQUATION | RESTRICTED-CURVATURE MODEL | DISCRETE MODEL
Journal Article
Applied Surface Science, ISSN 0169-4332, 2008, Volume 254, Issue 23, pp. 7535 - 7538
Journal Article
New Physics: Sae Mulli, ISSN 0374-4914, 05/2018, Volume 68, Issue 5, pp. 548 - 551
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 02/2006, Volume 48, Issue 2, pp. S245 - S248
We study a restricted solid-on-solid growth model with a defect in the middle of the substrate. The defect site is selected with a probability P, in comparison... 
Defect | Queueing phenomenon | Faceting transition | Restricted solid-on-solid growth model | defect | queueing phenomenon | PHYSICS, MULTIDISCIPLINARY | faceting transition | restricted solid-on-solid growth model | BALLISTIC DEPOSITION | SURFACES
Journal Article
Journal of the Korean Physical Society, ISSN 0374-4884, 12/2004, Volume 45, Issue 6, pp. 1413 - 1419
Journal Article
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