共查询到17条相似文献,搜索用时 662 毫秒
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本文提出光纤混沌双向保密通信设想,通过耦合光注入半导体激光器激光混沌全光耦合反馈同步系统和光纤传输信道,建立了光纤混沌双向通信系统模型,数值实现了该系统在长距离光纤传输中的同步,详细地分析了系统同步时间随光纤传输长度的关系.证明了光纤的交叉相位调制是限制激光混沌在光纤传输中同步的主要原因,导出了系统传输的非线性相移.数值模拟了具有正弦调制信号的调制频率0.5GHz混沌模拟通信和数字信号调制速率0.4Gbit/s以及20Gbit/s的混沌数字通信以及调制速率0.05Gbit/s 混沌键控通信的应用,计算出光纤混沌数字通信速率和同步误差等关系,还特别分析了系统解码特性和调制带宽,表明系统具有非常好的保密性能和具有高速率通信的能力.光纤混沌双向保密通信是可以实现的. 相似文献
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双环掺铒光纤激光器混沌键控保密通信系统理论模型和数值模拟 总被引:1,自引:0,他引:1
提出双环掺铒光纤激光器激光混沌键控保密通信系统及理论模型,通过调制泵浦光参数以实现混沌键控保密通信;分析了通过参数调试补偿克服系统参数失配以减小同步误差的方法:模拟了两个单环掺铒光纤激光器激光和一个双环掺铒光纤激光器激光分别在0码和1码上的混沌同步及其解码,该系统在相空间,在时域和频域都具有很好的保密性能和反破译能力。 相似文献
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激光混沌外部调制包络隐藏及相位隐藏编码方法及其在光纤保密通信中的应用研究 总被引:1,自引:0,他引:1
该文研究光纤混沌包络隐藏与光纤相位隐藏保密通信理论模型,分析包络隐藏调制解调特性,导出解码公式;分析光纤自相位调制和光功率以及光放大器个数对系统的影响,提出接入相位控制器以减小非线性相移对同步解调负面影响的设想。数值模拟了调制速率0.2Gbit/s的混沌包络隐藏编码以及调制速率0.05Gbit/s的混沌相位隐藏编码及其在波长1.55m远程光纤数字保密通信中的应用,表明系统确具有较高的保密性能。 相似文献
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陈水忠 《太赫兹科学与电子信息学报》2011,9(6):689-693
针对一类含保密信息的时延不确定Lorenz混沌系统,提出了基于径向基神经网络的同结构同步控制方案,在混沌系统同步的基础上,有效地恢复出隐藏的多路明文信号。利用神经网络的良好逼近能力对时延Lorenz混沌系统设计鲁棒同步控制器,实现了同步误差的收敛。当同步误差收敛时,混沌系统所传输的隐藏信号则可以正确恢复。仿真结果表明,文章所给出的同步控制器可以在5s内实现时延不确定Lorenz混沌系统同步,并能恢复出多路明文信号。 相似文献
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利用具有外腔反馈的F-P半导体激光器构成开环结构的混沌通信系统。对该系统中存在的同步类型及性能进行分析。结果证实开环系统中在弱注入时达到完全同步,在强注入时达到等时同步,强注入时使用系统增益校正后的同步误差能够更准确反映同步效果。使用混沌调制方法实现混沌载波对信息的加密,研究调制性能。结果表明校正的相减解调法以及大注入系数条件可以恢复出更好的信息。 相似文献
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基于Lorenz系统切换混沌同步的保密通讯 总被引:3,自引:0,他引:3
该文提出利用Lorenz系统切换混沌同步实施保密通讯的方法。构建了有一定关联的两个Lorenz混沌系统,并通过选择器在系统间随机切换;用同一种控制方法既能实现不同Lorenz系统的混沌同步,又能实现相同Lorenz系统的混沌同步;发送系统可以在Lorenz混沌系统间随机转换,传输信道中混沌调制信号也随之不断变化;接收系统将混沌调制信号解调后,即可获取有用信号。由于发送系统的可选择性,导致保密信号的多样性和随机性,因此该保密通讯方法具有更好的保密性能。 相似文献
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YAN Sen-lin 《光电子快报》2007,3(5):363-367
Chaotic synchronization of injected multiple-quantum-well lasers of optical fiber system and a theoretical model of optical fiber chaotic secure communication system are presented by coupling a chaotic multiple-quantum-well laser synchroniza- tion system and a fiber channel. A new chaotic encoding method of chaos phase shift keying On/Off is proposed for optical fiber secure communications. Chaotic synchronization is achieved numerically in long-haul fiber system at wavelength 1.55 μm. The effect of the nonlinear-phase of fiber is analyzed on chaotic signal and synchronization. A sinusoidal signal of 0.2 GHz frequency is simulated numerically with chaos masking in long-haul fiber analog communication at wavelength 1.55 μm while a digital signal of 0.5 Gbit/s bit rate is simulated numerically with c1haos masking and a rate of 0.05 Gbit/s are also simulated numerically with chaos shift keying and chaos phase shift keying On/Off in long-haul fiber digital communica- tions at wavelength 1.55 μm 相似文献
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MA Jun-shan GU Wen-hua 《光电子快报》2006,2(3):192-194
Chaotic communicationis of great interest because ofa potential applications in secure communications andspread spectrumcommunications .Asemiconductor lasersubject to optical feedback is known to have complexdynamic behavior ,and it can produce chaotic wa… 相似文献
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Zhengguo Li Kun Li Changyun Wen Yeng Chai Soh 《Communications, IEEE Transactions on》2003,51(8):1306-1312
The paper proposes a digital chaotic secure communication by introducing a magnifying glass concept, which is used to enlarge and observe minor parameter mismatch so as to increase the sensitivity of the system. The encryption method is based on a one-time pad encryption scheme, where the random key sequence is replaced by a chaotic sequence generated via a Chua's circuit. We make use of an impulsive control strategy to synchronize two identical chaotic systems embedded in the encryptor and the decryptor, respectively. The lengths of impulsive intervals are piecewise constant and, as a result, the security of the system is further improved. Moreover, with the given parameters of the chaotic system and the impulsive control law, an estimate of the synchronization time is derived. The proposed cryptosystem is shown to be very sensitive to parameter mismatch and hence the security of the chaotic secure communication system is greatly enhanced. 相似文献
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Mismatch robustness and its effects on security of chaotic optical communication system based on injection-locking chaos synchronization are studied numerically by establishing the corresponding SIMULINK model. Unlike previous studies, we focus on the communication relating issues when parameter mismatches are considered. The mismatch robustness of generalized synchronization is discussed firstly in terms of cross-correlation coefficient and synchronization error. Decoding performances as well as the effects of message strength are examined for both with and without mismatch cases. Effects of injection strength on system decoding performances are also investigated by examining the chaos-pass filtering effect. Finally, a modified decoding scheme is brought forward to improve the system decoding capability. Results show that the system under consideration exhibits unconspicuous difference in both synchronization and decoding characteristics when large parameter mismatches are considered. The system based on injection-locking chaos synchronization is inappropriate for the applications where high transmission security is necessary. 相似文献
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本文建立了外部光注入半导体激光器的同步系统误差方程,实现了外部光注入波长1.31μm分布反馈激光器的两个激光混沌系统的同步,其同步误差几乎为零.成功数值模拟了该同步系统在长距离光纤传输中的同步,其同步误差随着传输距离而增加,光纤的自相位调制是限制激光混沌在光纤传输中同步的主要原因,分析了这种传输的极限,讨论了在不同传输距离上的强度噪声和相位噪声对同步误差的影响.在长距离光纤模拟和数字保密通信中应用的数值模拟表明,无论是在时域还是在频域,信息在混沌中都难以分离,确具有很高的保密性能和反破译能力. 相似文献
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Unidirectional chaotic synchronization between two remote injection-locked semiconductor lasers to achieve chaotic communications is investigated numerically. Different from the direct chaotic masking methods, the chaotic carrier wave is generated from different chaotic states in transience instead of a fixed chaotic state in static to prevent it from being reproduced through a reconstructed embedding phase space. The testing digital and sinusoidal message signals in the gigahertz range can be easily recovered without the use of any electronic or optical filter to filter out the synchronization error. The robustness of synchronization is examined by using the intrinsic white noise of the transmitter and the receiver as the perturbation. The effects of parameter mismatches on the quality and robustness of synchronization are analyzed in detail. The results show that different internal parameters have very different tolerances for parameter mismatch. A short discussion on the phase sensitivity of synchronization is also given 相似文献