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中国物理学会期刊

掺杂各向异性三角晶格系统的自旋动力学

CSTR: 32037.14.aps.53.3540

Spin dynamics in doped spatially anisotropic triangular antiferromagnets

CSTR: 32037.14.aps.53.3540
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  • 在t_J模型和fermion_spin理论框架下,研究了欠掺杂区 各向异性三角晶格反铁磁体的自旋动力学.与掺杂的四方晶格反铁磁体一样,随着掺杂的增大出现了公度到非公度的转变,而且散射峰的位置与各向异性度有关.尽管非公度峰的位置不随能量变化,但其权重随能量的增大而降低. 

     

    Within the t_J model, the spin dynamics of the underdoped spatially ani sotropic triangular antiferromagnets is studied based on the fermion_spin theory . It is shown that the pattern of the neutron scattering peaks depends on both a nisotropic parameter and doping. Although the positions of the neutron scatterin g peaks are energy independent, the weight of these peaks decreases with increas ing energy.

     

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