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  1. Mathematical Models and Computer Simulations
  2. Mathematical Models and Computer Simulations : Volume 4
  3. Mathematical Models and Computer Simulations : Volume 4, Issue 6, November 2012
  4. Modeling the growth of thin-film surfaces
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Mathematical Models and Computer Simulations : Volume 9
Mathematical Models and Computer Simulations : Volume 8
Mathematical Models and Computer Simulations : Volume 7
Mathematical Models and Computer Simulations : Volume 6
Mathematical Models and Computer Simulations : Volume 5
Mathematical Models and Computer Simulations : Volume 4
Mathematical Models and Computer Simulations : Volume 4, Issue 6, November 2012
Method for determining the projection of an arrhythmogenic focus on the heart surface, based on solving the inverse electrocardiography problem
Application of high order difference operators in numerical simulation of aerodynamic problems
Numerical simulation of solitary wave generation in a wind-water annular tunnel
Modeling the phase-contrast X-ray tomography imaging of medical samples
Efficiency of quasi-diffusion method for calculating critical parameters of a fast reactor
CABARET scheme in vorticity-velocity variables for the numerical modeling of ideal fluid motion in a two-dimensional domain
Stability of ROW methods for non autonomous systems of ordinary differential equations
Mathematical models of a hydraulic shock in a slightly viscous fluid
Development of the block-cycling inversion in computer tomography
Modeling the growth of thin-film surfaces
Mathematical Models and Computer Simulations : Volume 4, Issue 5, September 2012
Mathematical Models and Computer Simulations : Volume 4, Issue 4, July 2012
Mathematical Models and Computer Simulations : Volume 4, Issue 3, May 2012
Mathematical Models and Computer Simulations : Volume 4, Issue 2, April 2012
Mathematical Models and Computer Simulations : Volume 4, Issue 1, February 2012
Mathematical Models and Computer Simulations : Volume 3
Mathematical Models and Computer Simulations : Volume 2
Mathematical Models and Computer Simulations : Volume 1

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Modeling the growth of thin-film surfaces

Content Provider Springer Nature Link
Author Vasil’ev, V. A. Chernov, P. S.
Copyright Year 2012
Abstract Simulation of the growth of thin-film surfaces is considered. A brief review of the existing approaches and models is made. An original model of the growth of thin-film surfaces is proposed, which comprises a stochastic cellular automat and enables one to study the influence of the substrate temperature and the deposition rate and time on the parameters characterizing the morphology of the surface. The results of the modeling are compared with the data of atomic-force microscopy of experimentally produced thin films.
Starting Page 622
Ending Page 628
Page Count 7
File Format PDF
ISSN 20700482
Journal Mathematical Models and Computer Simulations
Volume Number 4
Issue Number 6
e-ISSN 20700490
Language English
Publisher SP MAIK Nauka/Interperiodica
Publisher Date 2012-11-25
Publisher Place Dordrecht
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword surface growth thin films stochastic cellular automat morphology parameters Mathematical Modeling and Industrial Mathematics Simulation and Modeling
Content Type Text
Resource Type Article
Subject Modeling and Simulation Computational Mathematics
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