High Field Magnetization of Quasi One Dimensional Ising Antiferromagnet CsCoCl3
Kiichi Amaya, Hidenobu Hori, I. Shiozaki, Muneyuki Date, Mamoru Ishizuka, Toshiro Sakakibara, Tsuneaki Goto, Noboru Miura, Hikomitsu Kikuchi, Yoshitami Ajiro
Abstract
Kiichi Amaya, Hidenobu Hori, I. Shiozaki, Muneyuki Date, Mamoru Ishizuka, Toshiro Sakakibara, Tsuneaki Goto, Noboru Miura, Hikomitsu Kikuchi, Yoshitami Ajiro
Abstract
Magnetization of quasi one dimensional Ising antiferromagnet CsCoCl 3 is measured at liquid 4 He temperatures in pulsed high magnetic fields. In the case of an applied field H parallel to the Ising c -axis, the magnetization M at liq. 4 He temperatures shows a metamagnetic transition which is characterized by the sharp double peaks of the field derivative of the magnetization d M /d H at 33.0 T and 43.9 T, respectively. The results are qualitatively explained by the Ising-like linear chain model with small antiferromagnetic inter-chain exchange interaction. The role of the inter-chain interaction is discussed within the framework of molecular field approximation. The temperature dependence and the transverse case of the magnetization process are also studied.
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Magnetization of quasi one dimensional Ising antiferromagnet CsCoCl 3 is measured at liquid 4 He temperatures in pulsed high magnetic fields. In the case of an applied field H parallel to the Ising c -axis, the magnetization M at liq. 4 He temperatures shows a metamagnetic transition which is characterized by the sharp double peaks of the field derivative of the magnetization d M /d H at 33.0 T and 43.9 T, respectively. The results are qualitatively explained by the Ising-like linear chain model with small antiferromagnetic inter-chain exchange interaction. The role of the inter-chain interaction is discussed within the framework of molecular field approximation. The temperature dependence and the transverse case of the magnetization process are also studied.
Key concepts: Magnetization, Condensed matter physics, Antiferromagnetism, Ising model, Stoner–Wohlfarth model, Materials science, Physics, Field (mathematics)