[1] 何进春, 史丽娜, 陈化, 黄念宁, He Jin-Chun, Shi Li-Na, Chen Hua, Huang Nian-Ning. Landau-Lifschitz铁磁方程的Hamilton理论和规范变换 [J]. 物理学报 2005.doi:10.3321/j.issn:1000-3290.2005.05.009
[2] 田野. 离散的修正海森堡铁磁链方程的规范等价性研究 [D]. 首都师范大学 2008.
[3] 郭柏灵, 丁时进. 自旋波与铁磁链方程 [M]. 杭州:浙江科学技术出版社 2000.
[4] LAKSHMANAN M, RUIJGROK T M, THOMSON C J. On the dynamics of a continuum spin system [J]. Physical A 1976, 84(03).
[5] LAKSHMANAN M. Continuum spin system as an exactly solvable dynamical system [J]. Physics Letters A 1977, 61(01).
[6] Zhao WZ, Bai YQ, Wu K. Generalized inhomogeneous Heisenberg ferromagnet model and generalized nonlinear Schrodinger equation [J]. Physics Letters, A 2006, 1/2(1/2).
[7] M. Daniel, K. Manivannan. On the geometric equivalence of certain discrete integrable Heisenberg ferromagnetic spin chains [J]. Journal of Mathematical Physics 1999, 6(6).
[8] Ding Q.. A note on the NLS and the Schrodinger flow of maps [J]. Physics Letters, A 1998, 1(1).
[9] ZHAO Wei-Zhong, LI Min-Li, QI Yu-Hai, WU Ke. Modified Heisenberg Ferromagnet Model and Integrable Equation [J]. Communications in Theoretical Physics 2005, 3(3).
[10] YU F L, BI Y H, ZHAI Y. On the geometric equivalence of the discrete Integrable modified Heisenberg ferromagnet model [J]. Journal of the Physical Society of Japan 2005, 74(09). |
