[1] Josephson B D, Supercurrents through barriers[J]. Adv. Phys. 1965, 14:419-451.
[2] Song F B, Müller F, Scheller T et al, Compact tunable sub-terahertz oscillators based on Josephson junctions[J]. Appl. Phys. Lett. 2011, 98:142506.
[3] Crotty P, Schult D, Segall K, Josephson junction simulation of neurons[J]. Phys. Rev. E 2010, 82 :011914.
[4] Feng Yuling, Shen Ke, Controlling the Chaos in a RCL-Shunted Josephson Junction and Studyingthe In?uence of Thermal Noise[J]. Chin. J. Phys. , 2010, 48(3): 317-322.
[5] Hu Yating, Zhou Tiege , Zuo Tao et al, Simulation research of subharmonic steps of Josephson junctions under RF radiation[J]. Cryo. Supercond., 2007, 35:279-282.
[6] Zhang Chaoxia, Yu Simin, A scheme for hyperchaotic secure communication and its implementation via digital signal processor [J]. Chinese Journal of Quantum Electronics(量子电子学报), 2009, 26(4) :456-464(In Chinese).
[7]Zhou Wujie, Yu Simin, Xu Wei, Study and hardware implementation of n×m-scroll chaotic attractors [J]. Chinese Journal of Quantum Electronics(量子电子学报), 2009, 26(6):715-721(In Chinese) . [8]Luo Wenliang, Chaotic oscillator detection methods of weak signal in strong background noise of power line communication[J]. Chinese Journal of Quantum Electronics(量子电子学报), 2010, 27(2):134-139(In Chinese).
[9]Zhang Lisen, Cai Li, Feng Chaowen, Analytical analysis of periodic solution and its stability in Josephson junction[J]. Acta. Phys. Sin.(物理学报), 2011, 60:030308(In Chinese) .
[10]Wang Zhenyu, Liao Hongyin, Zhou Shiping, Study of the DC biased Josephson Junction coupled to a Resonant tank[J]. Acta. Phys. Sin. (物理学报),2001, 50(10): 1996~2000(In Chinese).
[11]He Qingli, Zhang Junqin, Lin Tao et al, The numerical calculation of direct current I-V curve of super-conducting Josephon junctions[J]. Journal of Northwest University(西北大学学报), 2003, 33(1):13-15(In Chinese).
[12]Feng Yuling, Wang Xueping, Computer simulations for the intermittent-type chaos and chaos control in RC-shunted Josephson junction [J]. Physics Experiment(物理实验), 2007, 27(11): 16-18(In Chinese).
[13]Li Nong, Li Jianfen, Liu Yuping et al, Parameter identification based on linear feedback control for uncertain chaotic system[J]. Acta. Phys. Sin.(物理学报), 2008, 57:1404-1048(In Chinese) .
[14]Li Jianfen, Li Nong, Cai Li et al, Parameters identification and adaptive synchronization of uncertain Chua’s circuit[J]. Acta. Phys. Sin. (物理学报),2008, 57(12): 7500-7505 (In Chinese) .
[15] Zhou Tiege, Mao Jing, Liu Tingshu et al, Phase Locking and Chaos in Josephson Junction Array Shunted by a Common Resistance[J]. Chin. Phys. Lett., 2009, 26(3): 077401-77403.
[16]Zhou Tiege, Wang Dingcheng, Zhao Xinjie et al, Chaotic behavior of the Josephson junction array shunted by a common resistor [J]. Cryo. Supercond. , 2009, 37(2):21-24.
[17] Ucar A, Lonngren K E, Bai E W, Chaos synchronization in RCL-shunted Josephson junction via active control[J] . Chaos, Solitons & Fractals ,2007, 31(1): 105-111.
[18] Yan J J, Huang C F, Lin J S, Robust synchronization of chaotic behavior in unidirectional coupled RCLSJ models subject to uncertainties [J]. Nonlinear anal.: Real World Appl., 2009, 10 :3091-3097.
[19]Yang Xiaosong, Li Qingdu, A computer-assisted proof of chaos in Josephson junctions [J]. Chaos, Solitons & Fractals, 2006, 27:25-30.
[20]Wu Bingguo, ZhaoZhigang, You Yuxin et al, Phase transition and Vortex noise Spectrum in two-dimensional Josephson-junction array[J]. Acta. Phys. Sin.(物理学报), 2007, 56 (3) : 1680 -1685 (In Chinese).
[21] Zhou Tiege, Mao Jing, Liu Tingshu et al. Chaos in Josephson junctions and its application in secure communications[J]. Cryo. Supercond., 2009, 37(4): 1-5.
[22] Kautz R L, Monaco R, Survey of chaos in the rf-biased Josephson junction[J]. J. Phys . 1985, 57(3) :875-889.
[23] Iansiti M, Hu Q, Westervelt R M et al, Noise and Chaos in a Fractal Basin Boundary Regime of a Josephson Junction[J]. Phys. Rev. Lett., 1985, 55: 746–749.
[24] Hindmarsh J L, Rose R M. A model of the nerve impulse using two ?rst-order di?erential equations[J]. Nature (London), 1982, 276: 162-164. |