Dynamic Renormalization Group Approach to the Kardar-Parisi-Zhang Equation and Its Results Derived
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概要
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By removing a trick hiddetu in the original KPZ paper, a correction in the application of thedynatnic renorrnalizattion grotrp techniqtre to the KPZ probleuta is proposed. It is stressed tlaat afotrrth derivative teruaa pla'tys an essentiatl role in fornatrlating a consistent scenario. In a one-looparpproxitaaation, a : 2 - z : 8(4 - d) / (48 f 4d - d'), is obtained f'or Clue rotrghness exponent aand the dynarauic exponerat z, which gix'es reasonable ntrmbers. For 2< d< 4, a stnooth strrf'ace(a : O, z :: 2) can also appeatr depending on the bare coefficients, whereas f'or d >4, only thesmooth strrface is apparent.
- 社団法人日本物理学会の論文
- 1998-01-15
著者
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Honda Katsuya
Department Of Applied Physics Faculty Of Engineering Nagoya University
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Honda Katsuya
Department Of Mathematical Sciences Faculty Of Science Shinshu University
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