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1. 海军航空大学,山东 烟台 264001
2. 91439部队,辽宁 大连 116041
[ "杨大伟(1988- ),男,海军航空大学博士生,主要研究方向为非正弦波通信、连续相位调制" ]
[ "刘传辉(1984- ),男,博士,海军航空大学讲师,主要研究方向为现代通信系统、非正弦波通信" ]
[ "康家方(1987- ),男,博士,海军航空大学讲师,主要研究方向为卫星导航信号设计、扩频通信等" ]
网络出版日期:2020-11,
纸质出版日期:2020-11-20
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杨大伟, 刘传辉, 康家方. 基于椭圆球面波信号的连续相位调制及其频谱性能分析[J]. 电信科学, 2020,36(11):68-78.
Dawei YANG, Chuanhui LIU, Jiafang KANG. PSWF signal based continuous phase modulation and its spectrum performance analysis[J]. Telecommunications science, 2020, 36(11): 68-78.
杨大伟, 刘传辉, 康家方. 基于椭圆球面波信号的连续相位调制及其频谱性能分析[J]. 电信科学, 2020,36(11):68-78. DOI: 10.11959/j.issn.1000-0801.2020277.
Dawei YANG, Chuanhui LIU, Jiafang KANG. PSWF signal based continuous phase modulation and its spectrum performance analysis[J]. Telecommunications science, 2020, 36(11): 68-78. DOI: 10.11959/j.issn.1000-0801.2020277.
椭圆球面波信号(PSWF)是时频域最佳能量聚集性信号,探索性地将PSWF信号应用于连续相位调制(CPM)技术,对基于椭圆球面波信号的CPM调制信号产生过程进行了描述;给出了采用自相关函数法对基于PSWF的CPM调制信号功率谱密度计算方法;结合数值计算、分析对比了最小频移键控、正弦频移键控、高斯最小频移键控以及基于高斯函数的CPM调制信号功率谱密度及其信号占用带宽等特性。数值计算结果表明椭圆球面波信号相比矩形脉冲、升余弦脉冲、高斯脉冲及(类)高斯脉冲作为CPM的基带调频信号,可以获得频谱性能、能量聚集性较好的CPM信号。
Prolate spheroidal wave function (PSWF) signals are the best energy-gathering signals in the time-frequency domain
here is an exploratory application of PSWF signals to continuous phase modulation technology.Firstly
the process of generating CPM modulated signals based on PSWF signals was described.Secondly
a calculation method for the power spectral density of CPM modulated signals based on PSWF using the autocorrelation function method was given.Finally
combined with numerical calculation and analysis
the power spectral density and signal occupied bandwidth characteristics of minimum frequency shift keying
sinusoidal frequency shift keying
Gaussian filtered minimum shift keying and CPM modulation signal based on Gaussian function were compared.Numerical calculation results show that the PSWF signal can obtain CPM modulation signal with better spectral performance and energy concentration
compared with rectangular pulse
raised cosine pulse
Gaussian pulse and Gauss-like pulse as the baseband frequency modulation signal of CPM.
AULIN T , SUNDBERG C E . Continuous phase modulation-part I:full response signaling [J ] . IEEE Transactions on Communications , 1981 , 29 ( 3 ): 196 - 209 .
AULIN T , RYDBECK N , SUNDBERG C E . Continuous phase modulation-part II:partial response signaling [J ] . IEEE Transactions on Communications , 1981 , 29 ( 3 ): 210 - 225 .
PROAKIS J G , SALEHI M . 数字通信(第五版) [M ] . 张力军,张宗橙,宋荣方,等,译.北京 : 电子工业出版社 , 2017 : 83 - 90 .
PROAKIS J G , SALEHI M . Digital communications (fifth edition) [M ] . Translated by ZHANG L J,ZHANG Z C,SONG R F,et al . Beijing : Publishing House of Electronics IndustryPress , 2017 : 83 - 90 .
PEROTTI A G , KHORMUJI M N , POPOVIC B M . Simultaneous wireless information and power transfer by continuous phase modulation [J ] . IEEE Communications Letters , 2020 , 24 ( 6 ): 1294 - 1298 .
WANG Y , WANG Y P . Research on the system performance of Gaussian minimum-shift keying with M-distribution in satellite-to-ground laser communication [J ] . Optics Communications , 2020 , 459 ( 3 ): 1 - 6 .
PAN X C , LIU C , ZHU J Q . Phase retrieval with extended field of view based on continuous phase modulation [J ] . Ultramicroscopy , 2019 , 204 ( 5 ): 10 - 17 .
CHANRYEOL R , SEHYUN P , HYUNGSUK L . Optimal rate for continuous phase modulation in standing surface acoustic waves [J ] . Journal of Mechanical Science and Technology , 2019 , 33 ( 8 ):3819–3829.
ZAIDI , YASEEN , VAN Z , et al . A GMSK VHF-uplink/UHF-downlink transceiver for the CubeSat missions [J ] . CEAS Space Journal , 2018 , 10 ( 3 ): 453 - 467 .
XIONG F Q . Digital modulation techniques (second edition) [M ] . Boston : Artech House,INCPress , 2006 : 271 - 358 .
ZAHNG J , LI H Y , WANG L L . Ball prolate spheroidal wave functions in arbitrary dimensions [J ] . Applied and Computational Harmonic Analysis , 2018 , 48 ( 2 ): 1 - 31 .
MOUMNI T . Solution of the energy concentration problem and application [J ] . Afrika Matematika , 2018 , 29 ( 5 ): 929 - 938 .
MAHATA K , HYDER M M . Frequency estimation from arbitrary time sample [J ] . IEEE Transactions on Signal Process , 2016 , 64 ( 21 ): 5634 - 5643 .
王红星 , 陆发平 , 刘传辉 , 等 . 严格奇偶对称的椭圆球面波函数信号构建与低复杂度检测方法 [J ] . 中国科学:信息科学 , 2020 , 50 ( 5 ): 766 - 776 .
WANG H X , LU F P , LIU C H , et al . Strict parity symmetric prolate spheroidal wave functions signal construction and low complexity detection method [J ] . Sci Sin Infom , 2020 , 50 ( 5 ): 766 - 776 .
BOULSANE M , JAMING P , SOUABNI A . Mean convergence of prolate spheroidal series and their extensions [J ] . Journal of Functional Analysis , 2019 , 277 ( 12 ): 1 - 41 .
ZOU C , KOU K I . Robust signal recovery using the prolate spherical wave functions and maximum correntropy criterion [J ] . Mechanical Systems and Signal Processing , 2018 , 104 ( 5 ): 279 - 289 .
陶纯堪 , 陶纯匡 . 光学信息论 [M ] . 北京 : 科学出版社 , 1999 : 1 - 13 .
TAO C K , TAO C K . Optical information theory [M ] . Beijing : Science PressPress , 1999 : 1 - 13 .
DULLAERT W , ROGIER H , BOEYKENS F . Advantages of PSWF-based model for UWB systems [C ] // Proceedings of IEEE-APS Topical Conference on Antennas and Propagation in Wireless Communications (APWC) . Piscataway:IEEE Press , 2012 : 1024 - 1027 .
OSIPOV A , ROKHLIN V , XIAO H . Prolate spheroidal wave functions of order zero [M ] . New York : Springer Science Business MediaPress , 2013 : 5 - 30 .
DUROZOI C U , POULLIAT C , THOMAS N , et al . Minimal state non-coherent symbol MAP detection of continuous phase modulations [J ] . IEEE Communications Letters , 2018 , 22 ( 10 ): 2008 - 2011 .
邹胜福 , 陶建军 , 胡飞 . 连续相位调制(CPM)系统的参数选择研究 [J ] . 通信技术 , 2017 , 50 ( 2 ): 224 - 231 .
ZOU S F , TAO J J , HU F . Parameters selection of continuous phase modulation system [J ] . Communications Technology , 2017 , 50 ( 2 ): 224 - 231 .
刘翠海 , 魏冉 , 周航程 . 连续相位调制通信系统性能分析及仿真实现 [J ] . 舰船电子工程 , 2018 , 38 ( 10 ): 93 - 97 .
LIU C H , WEI R , ZHOU H C . Performance analysis and simulation implementation of continuous phase modulation system [J ] . Ship Electronic Engineering , 2018 , 38 ( 10 ): 93 - 97 .
XUE R , SUN Y B , ZHAO D F . CPM signals for satellite navigation in the S and C bands [J ] . Sensors , 2015 , 15 ( 6 ): 13184 - 13200 .
CHAYOT R , THONMAS N , POULLIAT C , et al . A new exact low-complexity MMSE equalizer for continuous phase modulation [J ] . IEEE Communication Letters , 2018 , 22 ( 11 ): 2218 - 2221 .
REZAIE S , MOHAMMADI A , AFRASHTEH N , et al . Realization of constant envelope OFDM using quantization and CPM technique [J ] . International Journal of Electronics Communications , 2017 , 80 ( 7 ): 172 - 178 .
FARES H , GLATTLI D C , LOUET Y , et al . Power spectrum density of single side band CPM using lorenztian frequency pulses [J ] . IEEE Wireless Communications Letter , 2017 , 6 ( 6 ): 786 - 789 .
王式林 , 徐友云 , 蔡云飞 . 现代数字调制及其应用(上) [M ] . 北京:人民邮电出版社 . 2015 : 1 - 14 .
WANG S L , XU Y Y , CAI Y F . Modern digital modulation and its application (volume 1) [M ] . Beijing : Publishing House of Electronics IndustryPress , 2015 : 1 - 14 .
ZHU Z , WAKIN M B . Approximating sampled sinusoids and multiband signals using multiband modulated DPSS dictionaries [J ] . Journal of Fourier Analysis & Applications , 2017 , 23 ( 6 ): 1263 - 1310 .
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