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梁麦林 教授

 行政职务 无
 联系电话 +86-
 电子邮箱 mailinliang@tju.edu.cn
 办公地址 32-318
 专业方向 理论物理
 主讲课程 大学物理,电磁学,场论方法,量子光学,群论
 通讯地址 天津市津南区海河教育园天津大学理学院物理系
 邮政编码 300350

个人经历或学术经历

1991年毕业于南开大学物理系理论物理专业,同年到天津大学理学院物理系工作至今。

研究方向

量子物理和量子场论
量子光学

科研项目、成果专利

开放系统种的量子关联及其与信息提取和几何相的关系(国家自然科学基金)
开放系统量子相干和量子纠缠的演化与保护(国家自然科学基金)
关于水团簇的特性研究(国家自然科学基金)

论文专著

曾经做过的工作,《1》不同量子体系的精确解,量子相位,量子力学与经典力学的关系等;《2》量子纠缠的描述以及特性,量子纠缠在不同系统之间的交换。

发表论文:
(1) Mai-Lin Liang, Teng Wang, Calculating the magnetic field of the infinite solenoid and understanding the Ampere circuital law from the magnetic field of moving charges. European Journal of Physics, 2015, 36(6): 065043.
(2) Mai-Lin Liang, Li-Fang Xu, Differential Lorentz transformation from the principle of relativity with an assumption of invariant speed and impossibility of superluminal motion. Physica Scripta, 2014, 89(7): 075003.
(3) Chao-Qian Pang, Mai-Lin Liang. Influence of the Phase on the Entanglement between a Jaynes Cummings Atom and an Isolated Atom. Acta Physica Polonica A, 2014, 1: 11.
(4) Jian-Hua Zhang, Mai-Lin Liang, Fu-Lin Zhang, Hui Yang, Mixed Moving Atom Entanglement Transferred from an SU (2) Coherent State under Nonlinear Interaction. Chinese Journal of Physics, 2014, 52(3): 1145-1155.
(5) Li-Fang Xu, Fu-Lin Zhang, Mai-Lin Liang, Jing-ling Chen, Assisted optimal state discrimination without entanglement. EPL (Europhysics Letters), 2014, 106(5): 50004.
(6) Chao-Qian Pang, Fu-Lin Zhang, Li-Fang Xu, Mai-Lin Liang, Jing-Ling Chen, Sequential state discrimination and requirement of quantum dissonance. Physical Review A, 2013, 88(5): 052331.
(7) Fu-Lin Zhang, Yue Jiang, Mai-Lin Liang. Speed of disentanglement in multiqubit systems under a depolarizing channel. Annals of Physics, 2013, 333: 136-154.
(8) Chao-Qian Pang, Fu-Lin Zhang,Yue Jiang, Mai-Lin Liang, Jing-ling Chen, Most robust and fragile two-qubit entangled states under depolarizing channels. Quantum Information & Computation, 2013, 13(7-8): 645-660..
(9) Mai-Lin Liang, Ya-Bin Zhang, Rui-Lin Yang, Fu-Lin Zhang, Dirac equation with a magnetic field in 3D non-commutative phase space. Chinese physics C, 2013, 37(6): 063106.
(10) Jin-Hua Zhang, Mai-Lin Liang, Fu-Lin Zhang, Hui Yang. Miexd moving atom entanglement transferred from bell state light field. Romanian Journal of Physics, 2013, 58(7-8): 904-912.
(11) Mai-Lin Liang, Rui-Lin Yang . Three-dimensional Klein–Gordon oscillator in a background magnetic field in noncommutative phase space. International Journal of Modern Physics A, 2012, 27(10): 1250047.
(12) Mai-Lin Liang, Rui-Lin Yang. Motion of Charged Particle in Electric and Magnetic Fields in 3D Noncommutative Spaces and Related Problems. Brazilian Journal of Physics, 2011, 41(4-6): 290-296.
(13) Mai-Lin Liang, Qian Chen. The time-dependent forced anisotropic oscillator in noncommutative phase space. Physica Scripta, 2011, 84(1): 015008.
(14) Mai-Lin Liang. Forced time-dependent harmonic oscillators in non-commutative space. Communications in Theoretical Physics, 2011, 55(3): 410.
(15) Mai-Lin Liang, Yue Jiang. Time-dependent harmonic oscillator in a magnetic field and an electric field on the non-commutative plane. Physics Letters A, 2010, 375(1): 1-5.
(16) Mai-Lin Liang, Bing Yuan, Jia-Nan Zhang. Complete entanglement transfer between light and qubits. Optics Communications, 2010, 283(1): 203-208.
(17) Mai-Lin Liang, Bing Yuan, Jia-Nan Zhang. Tsallis entropies and entanglement of superposed trio coherent states. Chinese Journal of Physics, 2009, 47(6): 827-837.
(18) Mai-Lin Liang, Bing Yuan, Jia-Nan Zhang. Entanglement transfer from superposed two-mode coherent states to two initially separable qubits. Physica Scripta, 2009, 79(5): 055401.
(19) Jin-Hua Zhang, Mai-Lin Liang, Bing Yuan, Fu-Lin Zhang. Nonlinear Interaction and Entanglement Transfer from SU (1, 1) Coherent State to Mixed Atoms. Communications in Theoretical Physics, 2008, 49(1): 83.
(20) Mai-Lin Liang, Jia-Nan Zhang, Bing Yuan. Berry phase of two atoms in the same quantized light field. Annalen der Physik, 2007, 16(5‐6): 342-349.
(21) R. Liu, Mai-Lin Liang, Bing Yuan. Entanglement in the three-qubit Heisenberg model with next nearest neighbor interaction and a nonuniform magnetic field. The European Physical Journal D, 2007, 41(3): 571-578.
(22) Mai-Lin Liang, Shun-Lin Shu, Bing Yuan. Aharonov–Anandan phases for spin–spin coupling in a rotating magnetic field. Physica Scripta, 2007, 75(2): 138.
(23) Fu-Lin Zhang, Mai-Lin Liang, Jin-Hua Zhang. Influence of arbitrary magnetic field on entanglement in Heisenberg XXZ model. Optics communications, 2007, 275(1): 268-273.
(24) Lei Xing, Mai-Lin Liang. Influence of Bipartite Qubit Coupling on Geometric Phase. Communications in Theoretical Physics, 2006, 46(1): 51.
(25) Mai-Lin Liang, Fu-Lin Zhang. New forms of wavefunctions for the isotropic harmonic oscillator in a time-dependent magnetic field. Physica Scripta, 2006, 73(6): 677.
(26) Mai-Lin Liang, Li-Yan Liu. Quantum and Classical Exact Solutions of Harmonic Oscillator in a Time-Dependent Magnetic Field. Communications in Theoretical Physics, 2005, 43(6): 1027.
(27) Mai-Lin Liang, Y J Sun. Exact quantum solution for the general time-dependent linear potential and related problems. Acta Physics Sinica, 2004, 53(11): 3663-3667.
(28) Mai-Lin Liang, Y-J Sun. Quantum-classical correspondence of the relativistic equations. Annals of Physics, 2004, 314(1): 1-9.
(29) Mai-Lin Liang, L-Y Liu. Electron–Phonon Interaction and Quantum Fluctuations in the Time-Dependent Damped Capacitance-Coupled Electric Circuit. International Journal of Theoretical Physics, 2004, 43(11): 2243-2251.
(30) Mai-Lin Liang, Z-G Zhang, Zhong K S. General Solution and Quantum Phases of the Time-Dependent Linear Potential. Physica Scripta, 2004, 70(2-3): 98.
(31) Mai-Lin Liang, Z-G Zhang, Zhong K S. Quantum-classical correspondence of the time-dependent linear potential. Czechoslovak Journal of Physics, 2004, 54(4): 397-402.
(32) Mai-Lin Liang, Z Lin. Effect of Virtual Photon Exchange on the Interaction of Light Field with N Atoms, Communications in Theoretical Physics, 2003, 39(1): 54.
(33) Mai-Lin Liang, Bing Yuan. Nonzero temperature squeezing of the time-dependent harmonic oscillator and the applications to the capacitive coupled electric circuit. Communications in Theoretical Physics, 2002, 37(5): 519.

(最后更新于2017-08-16 13:52:38)