Non-Debye Behavior of Dynamic Conductivity-Relaxon Miniband and Conductivity in Superionic Conductor Superlattice-
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概要
- 論文の詳細を見る
The relaxation mode (relaxon) theory is applied to a superiotaic conductor strperlattice, whichleads to uninibands of relaxon eigenvalues E. and a non-Debye dynamic condtrctivity o(w) there-froun. It is made clear that non-difTusive relaxons of zero wave number q : O, made of extendedand localized modes, give rise to the ['reqtrency exponent s in Rea(cu) ; (70 -; Aw' in two ways:especially for the extended modes, the sqtr?tre of a mode difl'ttsion length is approximately ofhyperbolic type I/E:=g with non-integer exponent ox, which restrlts in s ; 0,6. The localizedmode, on the other hand, works for the other type of' non-Debye behavior of s t 1.
- 社団法人日本物理学会の論文
- 1998-02-15
著者
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Abe Toshinori
Faculty Of Engineering Okayama University
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Abe Toshinori
Faculty Of Agriculture Yamagata University
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Ishii Tadao
Faculty Of Electrical Engineering Osaka University
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