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Unusual Charge Transport and Spin Response of Doped Bilayer Triangular Antiferromagnets 被引量:3
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作者 LIANGying MATian-Xing FENGShi-Ping 《Communications in Theoretical Physics》 SCIE CAS CSCD 2003年第6期749-756,共8页
Within the t-J model, the charge transport and spin response of the doped bilayer triangular antiferromagnetare studied by considering the bilayer interaction. Although the bilayer interaction leads to the band splitt... Within the t-J model, the charge transport and spin response of the doped bilayer triangular antiferromagnetare studied by considering the bilayer interaction. Although the bilayer interaction leads to the band splitting in theelectronic structure, the qualitative behaviors of the physical properties are the same as in the single layer case. Theconductivity spectrum shows the low-energy peak and unusual midinfrared band, the temperature-dependent resistivityis characterized by the nonlinearity metallic-like behavior in the higher temperature range and the deviation from themetallic-like behavior in the lower temperature range and the commensurate neutron scattering peak near the half-fillingis split into six incommensurate peaks in the underdoped regime, with the incommensurability increasing with the holeconcentration at lower dopings, and saturating at higher dopings. 展开更多
关键词 charge transport spin response t-J model
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Statistical Average of Spin Operators for Calculation of Three-Component Magnetization
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作者 WANGHuai-Yu ZHOUBin CHENNan-Xian 《Communications in Theoretical Physics》 SCIE CAS CSCD 2005年第4期753-758,共6页
When one wants to calculate all the three components of magnetization of Heisenberg model under random phase approximation, at least one of the components should be the solution of an ordinary differential equation. I... When one wants to calculate all the three components of magnetization of Heisenberg model under random phase approximation, at least one of the components should be the solution of an ordinary differential equation. In this paper such an equation is established. It is argued that the general expressions of magnetization for any spin quantum number S suggested before are the solution of the ordinary differential equation. 展开更多
关键词 three-component magnetization heisenberg model many-body Green's functionmethod ordinary differential equation
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Dynamic Localization Condition of Two Electrons in a Strong dc-ac Biased Quantum Dot Molecule
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作者 王立民 段素青 +1 位作者 赵宪庚 刘承师 《Chinese Physics Letters》 SCIE CAS CSCD 2004年第2期370-373,共4页
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Exciton Excitations in a One-Dimensional Band Insulator with Hubbard Interactions
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作者 顾波 娄继忠 +1 位作者 覃绍京 向涛 《Chinese Physics Letters》 SCIE CAS CSCD 2004年第3期530-533,共4页
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