Thermodynamic Properties of the Frozen System : Linear Ising Mixture of the "Site Model"

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概要

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• On the basis of a formalism using distribution functions, thermodynamic properties of the one-dimensional Ising mixture are investigated for the frozen system with atomic short-range order and the annealed system. In addition to magnetic interactions, non-magnetic interactions are taken into account for the nearest-neighbor pairs of atoms. The thermodynamic quantities are calculated exactly in the thermodynamic limit by the use of the transfer matrix method. As typical examples, the two cases, i.e., (i) a mixture composed of a ferromagnetic and an antiferromagnetic material and (ii) an antiferromagnet diluted by a non-magnetic material, are studied. The thermodynamic properties are discussed in connection with atomic short-range order.

• 理論物理学刊行会の論文
• 1977-01-25

著者

• Teramoto Kiyoshi

  Department Of Physics University Of Osaka Prefecture

• ITOH Yoshimasa

  Department of Physics, Nara Medical University

• Itoh Yoshimasa

  Department Of Physics Faculty Of Science Osaka University:(present Address) Department Of Physics Na

• Itoh Yoshimasa

  Department Of Physics Nara Medical University

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• Thermodynamic Properties of the Frozen System : Linear Ising Mixture of the "Site Model"
• Ultrasonic Attenuation in the Simple Cubic Antiferromagnet near the Neel Temperature
• Spin Wave Theory of Principal Susceptibilities of the Heisenberg Antiferromagnet
• Calculation of Ultrasonic Attenuation Coefficient in RbMnF_3 near and above the Neel Temperature

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