Free Energies and Critical Exponents of the A^<(1)>_1,B^<(1)>_n,C^<(1)>_n and D^<(1)>_n Face Models
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概要
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We obtain the free energies and critical exponents of rrxodels associated witla elliptic solutionsof the star-triangle relation and reflection eqtration. Tlae zauodels considered are related to thealpine Lie algebras A'.", B'.", C'." and D!:'. The laulk and surface specific heat exponents areseen to satisfy the scaling relation 2a.. : a5 -[- 2. It follows f'rotn scaling relations that in regiuaaeIII the correlation length exponent v is given by v : (l -f- g)/2g, where l is the level and g is thedtral Coxeter nurnber. In regime II xve find v = (l -p g)/21.
- 社団法人日本物理学会の論文
- 1997-04-15
著者
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Sakai K
Resarch Center For Radiation Protection National Institute Of Radiological Sciences
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KUNIBA Atsuo
Institute of Physics,University of Tokyo
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SAKAI Kazumitsu
Institute of Physics,University of Tokyo
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Kuniba A
Institute Of Physics University Of Tokyo
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Kuniba Atsuo
Institute Of Physics College Of Arts And Sciences University Of Tokyo
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Sakai Kazumitsu
Institute Of Physics University Of Tokyo
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Fridkin V
Depatment Of Mathematics School Of Mathematical Sciences Australian National University
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Batchelor M.T.
Depatment of Mathematics,School of Mathematical Sciences,Australian National University
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Fridkin V.
Depatment of Mathematics,School of Mathematical Sciences,Australian National University
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