GENG Fu-quan, ZHAO Yun, HUANG Zhi-gang. Multipath Mitigation of GPS Receivers Based on the C/N○0 Estimation and Wavelet Method[J]. Journal of Northeastern University Natural Science, 2016, 37(3): 327-332.
[1]Feng X,Wu X,Zhang Z,et al.Multipath mitigation technique based on modifications to GNSS monitor station antennas field[C]// CSNC 2012 Proceedings.Berlin:Springer-Verlag,2012:655-666. [2]Closas P,Fernandez-Prades C,Fernandez-Rubio J A.A Bayesian approach to multipath mitigation in GNSS receivers[J].IEEE Journal of Selected Topics in Signal Processing,2009,3(4):695-706. [3]Souza E M,Monico J F,Polezel W G,et al.Spectral analysis and low-frequency multipath mitigation for kinematic applications[C]// 2008 IEEE/ION Position,Location and Navigation Symposium.Seattle:Omnipress,2008:413-417. [4]Garin L,Diggelen F,Rousseau J M.Strobe and edge correlator multipath mitigation for code [C]// ION GPS-96 Proceedings.Manassas:ION,1996:657-664. [5]Jones J,Fenton P,Smith B.Theory and performance of the pulse aperture correlator [EB/OL].(2004-06-09) [2014-12-17].http://www.novatel.com/assets/Documents/ Papers/PAC.pdf. [6]Townsend B R,Fenton P C,Dierendonck K J,et al.L1 carrier phase multipath error reduction using MEDLL technology[C]// ION GPS-96 Proceedings.Manassas:ION,1995:1539-1544. [7]Fenton P C,Jones J.The theory and performance of NovAtel Inc’s vision correlator[C]// ION GNSS 2005 Proceedings.Manassas:ION,2005:2178-2186. [8]Lentmaier M,Krach B,Robertson P.Bayesian time delay estimation of GNSS signals in dynamic multipath environment[J].International Journal of Navigation and Observation:Special Issue on Future GNSS Signals,2008(1):1-11. [9]Mallat S.A wavelet tour of signal processing:the sparse way [M].3rd ed.Singapore:Elsevier Inc,2009. [10]Kaplan E D,Hegarty C J.Understanding GPS:principles and applications [M].2nd ed.Boston:Artech House,2006. [11]潘泉,张磊.小波滤波方法及应用[M].北京:清华大学出版社,2005.(Pang Quan,Zhang Lei.Wavelet filtering methods and applications[M].Beijing:Tsinghua University Press,2005.) [12]Donoho D L.De-noising by soft-thresholding[J].IEEE Transactions on Information and Theory,1995,41(3):613-627. [13]Sharawi M S,Akos D M,Aloi D N.GPS C/N○0 estimation in the presence of interference and limited quantization levels[J].IEEE Transactions on Aerospace and Electronic Systems,2007,43(1):227-237. [14]杜文辽,刘成良,李彦明.基于多假设检验的新型小波滤波算法[J].振动与冲击,2011,30(7):197-200.(Du Wen-liao,Liu Cheng-liang,Li Yan-ming.Wavelet threshold de-noising based on multiple hypothesis test[J].Journal of Vibration and Shock,2011,30(7):197-200.) [15]Zhao Y,Kou Y.Multi-constellation GNSS signal simulator and its software implementation[C]// ION GNSS 2009 Proceedings.Manassas:ION,2009:2213-2219. [16]赵昀,张其善.软件GPS接收机架构与捕获算法实现[J].北京航空航天大学学报,2006,32(1):53-56.(Zhao Yun,Zhang Qi-shan.Architecture of software GPS receiver and implementation of its acquistion algorithm[J].Journal of Beijing University of Aeronautics and Astronautics,2006,32(1):53-56.)(上接第308页)波与模式有效折射率间的关系,并仿真得出随着外界折射率变化而移动的干涉光谱,证明了倏逝波的增强能够提高波长解调型的锥形模间干涉折射率传感器的灵敏度.最后计算了锥形区域在不同轮廓线、不同锥区长度以及不同锥径时的倏逝波强度,得到如下结论:在固定其他参数的情况下,锥区越长、锥径越细时,产生的倏逝波强度越大,不同锥区轮廓产生倏逝波强度大小为二次函数开口相反>指数函数>线性函数>二次函数开口相对,以此为指导来优化锥区形态.