Domain Wall Solutions for EHM Model of Crystal
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概要
- 論文の詳細を見る
For a one-diunensional discrete naodel of' a crystal the soJtrtion of the f'orna of a ttaoving domainwall in an odd-periodic comtnensurate structtrre was derived in the contintrtrzaa approxinaation.The energy of the cottanaenstnrate odd-periodic strtrctture, the width and the energy of' dotnainwall were expressed in terms of the ataaplittrdes of hartnonics of' car'rying coraaunenstrrate structttre.With the use of'the restrlt by Ishibashi, tlae relation between dornairr wall solutions in odd-periodicand even-periodic cornnaenstrrate strtrcttrres wars estatJ*Iished. The arpplicabilit3' and the acctrracyof' the soltrtions were also disctrssed. The obtained soltttions were f'ound to be 111016 acctrrate andgeneral than those by other atmthors.
- 社団法人日本物理学会の論文
- 1999-01-15
著者
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ABE Kohji
Department of Applied Physics and Chemistry,University of Electro-Communications
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SHIGENARI Takeshi
Department of Applied Physics and Chemistry,University of Electro-Communications
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Abe Kohji
Department Of Applied Physics And Chemistry The University Of Electro-communications
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A Vasiliev
Department Of Mathematical Modeling Tver State University
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Vasiliev Aleksey
Department Of Mathematical Modeling Tver State University
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V. DMITRIEV
Department of Applied Physics and Chemistry,University of Electro-Communications
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Shigenari Takeshi
Department O Engineering Physics The University Of Electro-communications
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Dmitriev Sergey
Department Of Applied Physics And Chemistry University Of Electro-communications
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V. Dmitriev
Department Of Applied Physics And Chemistry University Of Electro-communications
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