Successive antiferromagnetic transitions with multi- k and noncoplanar spin order, spin fluctuations, and field-induced phases in deformed pyrochlore compound Co2 (OH)3 Br
Successive antiferromagnetic transitions with multi- k and noncoplanar spin order, spin fluctuations, and field-induced phases in deformed pyrochlore compound Co2 (OH)3 Br
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DOI:
10.1103/physrevb.82.214424
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发表时间:
2010-12
影响因子:
3.7
通讯作者:
M. Hagihala;Xu-Guang Zheng;T. Kawae;Taku J. Sato
中科院分区:
文献类型:
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作者:
M. Hagihala;Xu-Guang Zheng;T. Kawae;Taku J. Sato
Structure and magnetic properties of the rhombohedral-structure compound, a member of the geometrically frustrated series of the compoundswhere the magnetic ions form a deformed pyrochlore lattice, were studied using dc and ac magnetic susceptibilities, heat-capacity, neutron powder-diffraction, and muon-spin-rotation/-relaxationmeasurements. The structure ofis featured by alternatively stacked layers of perfect kagome-lattice planes and triangular-lattice planes with a 10% distortion along the stacking direction (theaxis). Despite a very small difference in the distortion [0.42% larger in],was found to show contrasting antiferromagnetism that is strikingly different from the previously reported ferromagnetic. Successive antiferromagnetic transition was observed atand, respectively. The antiferromagnetic ground state is metastable and an intermediate magnetic phase was induced by applying a relatively low magnetic field of. When the field was further increased abovespin reorientation occurred to form a configuration similar to ferromagnetic. The successive antiferromagnetic transitions in zero field were found to occur with propagation vector of k1=(0 −1/2 1/2) atand an additional k2=(0 0 3/2) at. Refinement of the neutron powder-diffraction patterns revealed an unconventional multi-k and noncoplanar spin structure for the antiferromagnetic phases. Multiple measurements, in particular, thestudy, consistently demonstrated magnetic coupling at high temperatures, and persistent fluctuations well below the. This work presents a unique system to investigate the orbital effect and the critical role of lattice distortion in geometric frustration, and provides a single material system to study multiple phase transitions and competing exchange interactions.