在t-J模型和Fermion-spin理论框架下,研究了准一维强关联Zigzag型材料的自旋动力学.说明了当掺杂一定时,随着次近邻耦合强度的增大,系统出现公度到非公度的转变,而对于耦合强度一定的情况,随着掺杂浓度的增大,系统亦发生从公度到非公度的转变,并且非公度峰的权重随能量的增大而降低。
Within the t-J model, the spin dynamics of the quasi-one-dimensional strongly correlated zigzag type materials is studied based on the fermion-spin theory. It is shown that the pattern of the neutron scattering peaks depends on both the next-nearest neighbor coupling and doping. The weight of the incommensurate neutron scattering peaks decreases with increasing energy.