Phase Boundary and Soliton Excitation in the XY Model with Competing Interactions in Twofold Field
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概要
- 論文の詳細を見る
The gr'otmrad state of' the XY unodel xvitla couaajcetir'ng iz?ter'?tction, xvl?icI'x is redtrced to tlue ?txia1next t'nearest neighloour' Ising utaodel at a Iiutait of' irafiraite x'altne of' str'engtla of twofold field, isstudied frorn the viexvpoitat of solitotas. Bxcittxtion energies of' cotaapressed an'ud str'etched solitotasat jch?tses xxritlt jceriods 6, 5 and 7 atre obtsrined lv3' nattrtterical amraalysis of' periodic states, f'rotaaxvhicla jclaase botrtadaries are deterxaaitaed. Eacla of tlaese p1a?rses is shoxvn to luax'e 21 finite stablerarage, xvlaich indicates t1u?rt the grotrttd st?'tte of' tlte ttaodel hsrs 21 type of devil's st?tir'case strttcttrre.
- 社団法人日本物理学会の論文
- 1999-05-15
著者
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YAMASHITA Mamoru
Department of Physics Engineering, Faculty of Engineering, Mie University
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Yamashita Mamoru
Department Of Applied Physics Nagoya University
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TAKENO Syozo
Department of Physics,Faculty of Engineering and Design,Kyoto Institute of Technology
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Takeno Syozo
Department Of Information Systems Faculty Of Information Science Osaka Institute Of Technology
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Yamashita Mamoru
Department Of Applied Physics Faculty Of Engineering Nagoya University
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Yamashita Mamoru
Department Of Applicad Physics Faculty Of Engineering Nagoya University
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