一种差分跳频频率转移函数算法

doi:10.7527/S1000-6893.2013.0103

Abstract

Abstract:

To improve the randomness and uniformity of a differential frequency hopping sequence,a new frequency transform function algorithm is proposed based on a study of differential frequency hopping technology and the present frequency transform function algorithms. This algorithm adopts an optimized chaotic sequence to disturb the data information codes for good data randomness. It also employs the RS (Reed-Solomon) codes of good capability in correcting errors and the m sequence to control the frequency hopping interval and the frequency subsets for better characteristics of the frequency hopping sequence. The randomness and uniformity of the differential frequency hopping sequence utilizing the proposed algorithm are validated by simulation. A comparison with the frequency hopping sequences generated by one G function algorithm based on chaotic sequences and another based on RS code and m sequences shows that the favorable randomness and uniformity of the differential frequency hopping sequence generated with the new frequency transform function algorithm is improved.

Key words: differential frequency hopping, G function, chaotic sequence, communication, spread spectrum

CLC Number:

V219
TN914.4

FENG Yongxin, XU Meirong, QIAN Bo, TENG Zhenyu. A Frequency Transform Function Algorithm for Differential Frequency Hopping[J]. ACTA AERONAUTICAET ASTRONAUTICA SINICA, doi: 10.7527/S1000-6893.2013.0103.

References

[1] Bjrklund P, Vrbrand P, Yuan D. Optimized planning of frequency hopping in cellular networks. Computers & Operations Research, 2005, 32(1): 169-186.

[2] Ke P H, Zhang S Y. Frequency hopping sequences based on d-form function. The Journal of China Universities of Posts and Telecommunications, 2010, 17(4): 58-62.

[3] Gennian G, Fuji-Hara R, Miao Y. Further combinatorial constructions for optimal frequency hopping sequences. Journal of Combinatorial Theory, Series A, 2006, 113(8): 1699-1718.

[4] Li Y L. Model and simulation of slow frequency hopping system using signal progressing worksystem. Communications in Computer and Information Science, 2011, 105(4): 242-249.

[5] Zhu X L, Hu Y S, Yu Q. Study of DFH system G function algorithm. Computer and Digital Engineering, 2005, 33(8): 46-48. (in Chinese) 朱秀林, 胡用时, 于奇. 差分跳频系统的G函数算法研究. 计算机与数字工程, 2005, 33(8): 46-48.

[6] Qiu W B, Du X M, Zhu L Y. Performance analysis of DFH system based on RS codes. Microcomputer Information, 2007, 23(18): 110-111, 114. 仇文博, 杜兴民, 朱礼亚. RS码下的差分跳频系统性能分析. 微计算机信息, 2007, 23(18): 110-111, 114.

[7] Gan L C, Wu S Y. A kind of shortwave frequency hopping code based on DFH trasform function. Journal of Electronics & Information Technology, 2005, 27(2): 218-220. (in Chinese) 甘良才, 吴双元. 一种基于差分跳频转移函数的短波跳频码. 电子与信息学报, 2005, 27(2): 218-220.

[8] Yang L N, Li H, Xin Z Y. Generation and property analysisof a new chaotic sequence. Microcomputer Information, 2008, 24(3-1): 189, 205-206. (in Chinese) 杨丽宁, 李红, 信张轶. 一种新的混沌序列的产生及其性能分析. 微计算机信息, 2008, 24(3-1): 189, 205-206.

[9] Lopelli E, van der Tang J, van Roermund A. Ultra low power frequency hopping spread spectrum transmitters and receivers. Analog Circuit Design, 2006, 3: 377-441.

[10] Dong B H, Li S Q, Shi F Q. A differential frequency hopping code generator construction method. Journal of Electronics & Information Technology, 2010, 32(4): 816-820. (in Chinese) 董彬虹, 李少谦, 史锋旗. 一种差分跳频码发生器的构造方法. 电子与信息学报, 2010, 32(4): 816-820.

[11] Sahu P P, Panda S. Frequency hopping spread spectrum signaling using code quadratic FSK technique for multichannel. Computers & Electrical Engineering, 2010, 36(6): 1187-1192.

[12] Lee S H, Lee Y H. Adaptive frequency hopping and power control based on spectrum characteristic of error sources in Bluetooth systems. Computers & Electrical Engineering, 2010, 36(2): 341-351.

[13] Mills D G, Egnor D E, Edelson G S. A performance comparison of differential frequency hopping and fast frequency hopping. Proc Milcom, 2004, 1(4): 45-50.

[14] Naik K, Wei D S L, Su Y T, et al. A random graph-based madel to analyze packet interference between frequency hopping systems with an application to Bluetooth. Computer Communications, 2008, 31(14): 3286-3291.

[15] Li Z R, Zhuang Y Q, Zhang B. Novel frequency hopping sequences generator based on AES algorithm. Transactions of Tianjin University, 2010, 16(1): 22-27.

[16] Song M, Wigginton S. Frequency hopping patter detection in wireless ad hoc networks. Information Technology: Coding and Computing, 2005, 23(3): 112-117.

A Frequency Transform Function Algorithm for Differential Frequency Hopping

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