参考文献/References:
[1] Rakhimov K Y,Chaves A,Farias G A,et al.Wavepacket scattering of Dirac and Schrodinger particles on potential and magnetic barriers[J].Phys:Conden Matter,2011,23:275 801(1-16).
[2]Chave A,Farias G A,Peeters F M,et al.Wave packet dynamics in semiconductor quantum rings of finite width[J].Physical Review B,2009,80:125 331(1-14).
[3]Chaves A,Covaci L,Rakhimov Kh Yu,et al.Wave-packet dynamics and valley filter in strained graphene[J].Physical Review B,2010,82:205 430(1-11).
[4]Maksimova G M,Demikhovskii V Ya,Frolova E V.Wave packet dynamics in a monolayer graphene[J].Physical Review B,2008,78:235 321(1-7).
[5]Szafran B,Peeters F M.Time-dependent simulations of electron transport through a quantum ring:effect of the Lorentz force[J].Physical Review B,2005,72:165 301(1-8).
[6]Szafran B,Peerers F M.Lorenta-force-induced asymmetry in the Aharonov-Bohm effect in a three-terminal semiconductor quantum ring[J].Europhy Letter,2005,70(6):810-816.
[7]邵和助.Schorodinger方程的数值解法上[D].上海:上海大学理学院物理系,2010:109-110.
[8]曾谨言.量子力学教程[M].2版.北京:科学教育出版社,2008:36-40.
[9]纪坤,陈建平.LU分解分块算法的研究与实现[J].南京师大学报:自然科学版(计算机专辑),2008,31:55-60.
[10]陈建平.LU分解递归算法的研究[J].计算机科学,2004,31(6):141-142.
[11]Watanabe N,Tsukada M.Fast and stable method for simulating quantum electron dynamics[J].Phys Rev E,2000,62:2 914-2 923.
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