卫星导航调制方式的非线性和兼容性分析

›› 2010, Vol. 30 ›› Issue (5): 39-47.

卫星导航调制方式的非线性和兼容性分析

冉一航, 胡修林, 柯颋, 刘禹圻

（华中科技大学，武汉 430074)

收稿日期:2010-03-16 修回日期:2010-04-25 出版日期:2010-10-25 发布日期:2010-10-25
作者简介:冉一航 1984年生，2006年获华中科技大学电子与信息工程系通信工程专业学士学位，现为华中科技大学电子与信息工程系通信工程专业博士研究生，研究方向为卫星导航信号体制设计。

Nonlinear and Compatibility Analysis on Satellite Navigation Modulation

RAN Yi-Hang, HU Xiu-Lin, KE Ting, LIU Yu-Qi

Received:2010-03-16 Revised:2010-04-25 Published:2010-10-25 Online:2010-10-25

摘要/Abstract

摘要： 对比研究了最小频移键控（Minimum Shift Keying，MSK）和正交相移键控（Quadrature Phase Shift Keying，QPSK）调制信号的非线性和兼容性。首先建立MSK调制卫星导航信号的时域和频域模型，讨论了MSK调制对码片脉冲形状的影响，指出MSK调制作为卫星导航信号候选调制方式的可行性。然后建立非线性信道模型，仿真了MSK和QPSK调制卫星导航信号的带外功率损耗、相关损耗和码跟踪误差以及与同频段信号的谱分离系数。仿真结果表明，在保证信号跟踪性能的前提下，卫星导航信号采用MSK调制时的非线性和兼容性优于同参数下的QPSK调制。

关键词: 全球定位系统, 正交相移键控, 最小频移键控, 非线性, 兼容性

Abstract: The nonlinear characteristics and compatibility of minimum shift keying (MSK) and quadrature phase shift keying (QPSK) modulated signals were analyzed. Firstly, the timedomain and frequencydomain models of MSK modulated navigation signal were established and its impact on code pulse shape was discussed. It was suggested that MSK can be a candidate modulation for navigation signal. Secondly, nonlinear channel model was established, and the power loss, correlation loss, code tracking and spectrum separation coefficients of MSK and QPSK modulated navigation signals were simulated. Finally the simulation results show that the nonlinear performance and compatibility of MSK modulated navigation signals are better than QPSK modulated signals, ensuring the code tracking performance.

Key words: Global positioning system, Quadrature phase shift keying, Minimum shift keying, Nonlinear, Compatibility

冉一航, 胡修林, 柯颋, 刘禹圻. 卫星导航调制方式的非线性和兼容性分析[J]. , 2010, 30(5): 39-47.

RAN Yi-Hang, HU Xiu-Lin, KE Ting, LIU Yu-Qi. Nonlinear and Compatibility Analysis on Satellite Navigation Modulation[J]. , 2010, 30(5): 39-47.

参考文献

［1］LOO C. Measurements and models of a land mobile satellite channel and their applications to MSK signals [J]. IEEE Trans. on Vehicular Technology, 1987, 35 (3): 114-121. ［2］EKANAYAKE N. MSK and offset QPSK signal transmissions through nonlinear satellite channels in the presence of intersymbol interference[J]. IEE Proceedings, 1983, 130 (6): 513-518. ［3］SCHLECHTE G L. Design process for the United States coast guard′s differential GPS navigation Service [EB/OL]. Alexandria, VA, 1994 [2010-4-28]. http://www.navcen.uscg.gov/pubs/dgps/design.doc. ［4］HARRIS R B, LIGHTSEY E G. A general model of multipath error for coherently tracked BOC modulated signals [J]. IEEE Journal of Selected Topics in Signal Processing, 2009, 3 (4): 682-694. ［5］FLEISHER S M, QU SHOUXING. Multifrequency minimum shift keying [J]. IEEE Journal on Selected Areas in Communications, 1992, 10 (8): 1243-1253. ［6］SOELLNER M, KOHL R, LUETKE W. The impact of linear and nonlinear signal distortions on Galileo code tracking accuracy [C]. ION GPS 2002. Portland, OR, September, 2002. ［7］BORIO D, PRESTI L L, MULASSANO P. Spectral separation coefficients for digital GNSS receivers[C]. Proceedings of 14th European Signal Processing Conference (EUSIPCO). Florence, Italy, 2006. ［8］FOWLER M L, CHEN M. Integer optimization methods for non-MSE data compression for emitter location[C]. proceedings of SPIE. Seattle, WA, 2002. ［9］MEMON T D, GHANGRO W, CHOWDHRY B S, et al. Quadrature phase shift keying modulator & demodulator for wireless modem [C]. Proceedings of the 2nd IEEE International Conference on Computer, Control and Communication (IEEE-IC4). Karachi, Pakistan, 2009. ［10］KAPLAN E D, HEGARTY C. Understanding GPS: principles and applications[M]. 2nd ed. USA: Artech House Publishers, 2005. ［11］DROMA M O, MEZA S, LEI YIMING. New modified Saleh models for memoryless nonlinear power amplifier behavioural modeling [J]. IEEE Communications Letters, 2009, 13 (6): 399-401. ［12］周琦, 吕善伟, 党群. 行波管非线性失真和交调干扰分析及其软件实现[J]. 宇航计测技术, 2006, 26 (5): 20-23.

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