共查询到19条相似文献,搜索用时 156 毫秒
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为获得性能良好的扩频序列,基于重构原理,将Bernoulli映射相空间轨迹进行二度重构,提出了一种新的混沌映射。新的混沌映射最大Lyapunov指数由0.697提高至大于5.5,并具有弱结构特性,以此来产生扩频序列。仿真计算分析了混沌序列的复杂度、平衡性以及相关性的改进,仿真结果表明,该方法产生的混沌扩频序列是一类性能良好的混沌扩频序列。 相似文献
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本文介绍了一种新的扩频序列产生方法,利用蔡氏混沌电路作为驱动序列,对时空混沌模型一单向耦合映象格子进行驱动产生扩频序列,验证了这种扩频序列良好的自相关、互相关特性,结果表明,本方法产生出来的序列扩频特性,性能良好,适用于扩频通信系统一 相似文献
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传统的混沌扩频(CDSS)是利用混沌序列量化、编码后产生的0、1序列作为扩频码,来实现频谱展宽。另外,由于混沌序列本身的宽频特性,一些传统的混沌数字调制技术也可被用于扩频通信系统的设计。在单向耦合映像格子(OCML)时空混沌模型同步的基础上,直接利用混沌相位键控(CPSK)调制技术构建了一个多用户扩频通信系统。该模型为每个用户分配一个OCML时空混沌模型,为了更好地利用时空混沌系统的时间与空间混沌特性,其采用"跳格序列"作为扩频调制序列对用户信息进行调制。通过与传统混沌直接序列扩频(CDSS)系统的仿真比较发现,所设计的CPSK调制多用户扩频通信系统拥有比后者更好的误码性能及安全性能。 相似文献
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分析了混沌伪随机序列的自相关和互相关特性,采用Logistic序列作为扩频序列应用到多用户DS-CDMA系统中.分析了不同用户数下多用户干扰对系统BER的影响,并与M序列扩频系统进行了比较.计算机仿真表明,混沌伪随机序列具有优良的自相关和互相关特性,和传统的M序列相比,采用混沌扩频序列,可以大大降低系统的多用户干扰,使得系统的BER性能有大幅改善. 相似文献
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分析了混沌伪随机序列的自相关和互相关特性,采用Logistic序列作为扩频序列应用到多用户DS—CDMA系统中。分析了不同用户数下多用户干扰对系统BER的影响,并与M序列扩频系统进行了比较。计算机仿真表明,混沌伪随机序列具有优良的自相关和互相关特性,和传统的M序列相比,采用混沌扩频序列,可以大大降低系统的多用户干扰,使得系统的BER性能有大幅改善。 相似文献
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一类混沌映射扩频序列的研究 总被引:2,自引:0,他引:2
Logistic混沌映射可产生用于扩频系统的跳频序列。该文用Logistic映射构造了一个二维混沌映射,证明了该二维混沌映射轨道点的概率密度分布,提出了一种混沌跳频序列的产生方法,并通过数值仿真分析了此类扩频序列的奇、偶相关特性和序列码的平衡特性.结果表明:该混沌跳频序列具有良好的性能。 相似文献
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依据混沌序列码元丰富,抗干扰能力强,优良的相关特性和白噪声统计特性,采用改进型Logistic映射迭代产生的混沌序列作为扩频序列,提出了多径信道下混沌UWB通信系统。针对该系统Rake接收机的性能进行分析,重点仿真了不同信道、不同支路、不同扩频码情况下的Rake接收机性能,由分析和仿真可知,系统性能得到了改善,抗干扰能力增强。 相似文献
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广义映射混沌扩频序列及其特性分析 总被引:9,自引:0,他引:9
该文从扩频通信对扩频码序列的要求出发,提出采用广义映射产生混沌数字序列的思路。通过对广义映射混沌数字序列相关性和平衡性的分析,给出一种改进的广义映射混沌数字序列生成方法。计算机模拟分析表明,使用该文方法生成的混沌序列具有良好的平衡性和保密性,更适合在码分多址通信中应用。 相似文献
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Stéphane Penaud Philippe Bouysse Jacques Guittard Raymond Quéré Alban Duverdier 《电信纪事》2003,58(3-4):656-672
The use of chaotic sequences as spectral spreading sequences in a Direct Sequence-Code Division Multiple Access is proposed in this paper. The simulation of the system is performed with the system simulator Omnisys. The chaotic spreading sequences are generated from a non-linear recursive equation. The Bit Error Rate of this system is compared with theBER of the same system using binary Gold sequences. The results show that chaotic sequences can improve performances in terms of allowable number of users. 相似文献
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In theory, the chaotic mapping sequences, for example, Logistic mapping, Tent mapping, Chebyshev mapping and so on, are suitable to be used as spreading codes in a DS-CDMA system [1~4]. Most of the chaos mapping systems is analogue. However, the digital chaotic sequences are often adopted in the practical applications. There is the finite precision effect in digital chaos mapping, which has undesirable influence on the properties of the chaotic sequences (e. g. period, correlations, balanc… 相似文献
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The most important goal of spreading spectrum communication system is to protect communication signals against interference and exploitation of information by unintended listeners. In fact, low probability of detection and low probability of intercept are two important parameters to increase the performance of the system. In Direct Sequence Code Division Multiple Access (DS-CDMA) systems, these properties are achieved by multiplying the data information in spreading sequences. Chaotic sequences, with their particular properties, have numerous applications in constructing spreading codes. Using one-dimensional Bernoulli chaotic sequence as spreading code is proposed in literature previously. The main feature of this sequence is its negative auto-correlation at lag of 1, which with proper design, leads to increase in efficiency of the communication system based on these codes. On the other hand, employing the complex chaotic sequences as spreading sequence also has been discussed in several papers. In this paper, use of two-dimensional Bernoulli chaotic sequences is proposed as spreading codes. The performance of a multi-user synchronous and asynchronous DS-CDMA system will be evaluated by applying these sequences under Additive White Gaussian Noise (AWGN) and fading channel. Simulation results indicate improvement of the performance in comparison with conventional spreading codes like Gold codes as well as similar complex chaotic spreading sequences. Similar to one-dimensional Bernoulli chaotic sequences, the proposed sequences also have negative auto-correlation. Besides, construction of complex sequences with lower average cross-correlation is possible with the proposed method. 相似文献