High-Temperature Series Analysis for the Classical n-Vector Model with a Free Surface : Condensed Matter and Statistical Physics

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概要

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• We have generated high-temperature series expansion for the layer susceptibility x_1 and the local susceptibility x_<1,1> of the classical n-vector model on the semi-infinite simple cubic lattice. The surface-to-bulk ratio of the nearest-neighbor exchange couplings, w =J_s/J, is taken to be a parameter and the series are analyzed up to the 10th order for arbitrary n. These analyses show that the layer susceptibility exponent γ_1 has the ordinary transition-like universal behavior. Resulting values for γ_1 are compared with recent theories and experiments (for Ni).

• 1984-04-25

著者

• MORITA Akira

  Department of Electronic Engineering,Iwate University

• Okabe Y

  Tokyo Metropolitan Univ. Tokyo

• Okabe Yutaka

  Department Of Applied Chemistry Science And Engineering Waseda University

• Ohno Kaoru

  Department Of Pharmacology Yokohama City University School Of Medicine

• Okabe Yutaka

  Department Of Pure And Applied Sciences Universtiy Of Tokyo

• Morita Akira

  Department Of Basic Science Ishinomaki Senshu University

• Morita Akira

  Department Of Physics Tohoku University

• OHNO Kaoru

  Department of Developmental Biology, National Institute for Basic Biology

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