Surface Roughening in Conserved Growth Models with Random Relaxations : General Physics

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概要

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• Two kinds of conserved growth models in which a deposited particle moves to a randomly chosen nearest neighbor column under a certain condition are studied. The conditions to permit such relaxations are similar to those in Family model and in Krug model. Both models are shown to follow the Mullins-Herring (MH) equation. Form the studies of the suggested models, the new critical growth processes which discriminate MH universality from Edwards-Wilkinson (EW) universality are found. Possible implications of these critical processes to the other growth models are also discussed.

• 社団法人日本物理学会の論文
• 2000-01-15

著者

• KIM Yup

  Department of Physics and Research Institute for Basic Sciences, Kyung-Hee University

• Lee C.k.

  Department Of Physics And Research Institute For Basic Sciences Kyung-hee University

• Kim Yup

  Department Of Physics And Research Institute For Basic Sciences Kyung Hee University

• Kim Yup

  Department Of Physics And Research Institute For Basic Sciences Kyung-hee University

関連論文

• Ultrafast Relaxation of Photoexcited Carriers in Semiconductor Superlattices
• Surface Roughening in Conserved Growth Models with Random Relaxations : General Physics
• Correlation Functions and Queuing Phenomena in Growth Processes with Drift(General)
• Growth Equation for a Simple Vapor Deposition Model

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