Malaga大气湍流信道下副载波调制系统相位噪声分析

doi:10.11959/j.issn.1000-436x.2018236

Abstract

Abstract:

The performance of wireless optical system employing subcarrier phase-shift keying modulation was researched,which was influenced by phase noise of system demodulator under on Malaga atmospheric turbulence channel.Combined Fourier series and MeijerG function properties,the probability density function of instantaneous signal to noise ratio in the Malaga turbulence model was got.The Fourier series of receiving signal phase and the closed form expression of symbol error probability were derived,which were in the wireless optical subcarrier shift keying modulation system.Under different modulation order and light intensity fluctuation variance,the influence of phase noise on the system symbol error rate was analyzed.The numeric results present that the system symbol error rate increases with the light intensity fluctuation variance when the phase noise is lower.When the phase noise is larger,the influence of modulation order is greater than of turbulence intensity to the error-rate floor appearing.And with the increasing of modulation order,the corresponding average signal to noise is lower when symbol error-rate floor appears.

Key words: wireless optical communication, Malaga turbulence distribution, subcarrier modulation, phase noise, average symbol error probability

CLC Number:

TN929.1

Xizheng KE,Chenhao WANG,Dan CHEN. Effects of phase noise on subcarrier modulation performance over Malaga turbulence channel[J]. Journal on Communications, 2018, 39(11): 80-86.

Figures/Tables 7

可描述的光强分布	参数条件	α、β值及光强振幅起伏方差
log-normal	ρ=0,?=1	α=11,β=10, $σ_{I}^{2} = 0.2$
	b₀→0,γ→0
Gamma-Gamma	ρ=1,?=0.5	α=5,β=2, $σ_{I}^{2} = 0.8$
	b₀=0.25,γ=0	α=8,β=3, $σ_{I}^{2} = 0.5$
K	ρ=0,?=0,b₀=0.5	α=2,β=2, $σ_{I}^{2} = 0.2$

References 13

[14]	NIU M , CHENG J , HOLZMAN J F . Error rate analysis of M-ary coherent free-space optical communication systems with K-distributed turbulence[J]. IEEE Transactions on Communications, 2011,59(3): 664-668.
[15]	ABRAMOWITZ M , STEGUN I A , MILLER D . Handbook of mathematical functions with formulas,graphs and mathematical tables (national bureau of standards applied mathematics series No.55)[J]. Journal of Applied Mechanics, 1965,32(1): 2-39.
[1]	MALIK A , SINGH P . Free space optics:current applications and future challenges[J]. International Journal of Optics, 2015(6): 1-7.
[2]	陈丹, 柯熙政 . 基于turbo码的无线光通信副载波误码性能分析[J]. 光学学报, 2010,30(10): 2859-2863.
	CHEN D , KE X Z . Analysis on error rate of wireless optical communication using subcarrier modulation on Turbo code[J]. Acta Optica Sinica, 2010,30(10): 2859-2863.
[3]	KOSTI I M . Average SEP for M-ary CPSK with noisy phase reference in Nakagami fading and Gaussian noise[J]. Transactions on Emerging Telecommunication Technologies, 2010,18(2): 109-113.
[4]	SONG X , NIU M , CHENG J . Error rate of subcarrier intensity modulations for wireless optical communications[J]. IEEE Communications Letters, 2012,16(4): 540-543.
[5]	PRABU K , KUMAR D S , SRINIVAS T . Performance analysis of FSO links under strong atmospheric turbulence conditions using variousmodulation schemes[J]. International Journal for Light and Electron Optics, 2014,125(19): 5573-5581.
[6]	乔耀军, 杜晓, 纪越峰 . 光四相相移键控传输系统中相位估计算法研究[J]. 光学学报, 2010,30(5): 1229-1233.
	QIAO Y J , DU X , JI Y F . Phase estimating method in optical QPSK transmission system[J]. Acta Optica Sinica, 2010,30(5): 1229-1233.
[7]	VOLYANSKIY K , CHEMBO Y K , LARGER L ,et al. Contribution of laser frequency and power fluctuations to the microwave phase noise of optoelectronic oscillators[J]. Journal of Lightwave Technology, 2010,28(18): 2730-2735.
[8]	席丽霞, 王少康, 张晓光 . 光相位调制传输系统中相位噪声的概率分布特性[J]. 光学学报, 2010,30(12): 3408-3412.
	Xi L X , WANG S K , ZHANG X G . probability density of phase noise in optical phase-modulated transmission systems[J]. Acta Optica Sinica, 2010,30(12): 3408-3412.
[9]	RAGHEB A M , FATHALLAH H . Experimental investigation of the laser phase noise effect on next generation high order MQAM optical transmission[C]// International Conference on Information and Communication Technology Research. 2015: 168-170.
[10]	唐英杰, 董月军, 任宏亮 ,等. 基于时频域卡尔曼滤波的 CO-OFDM系统相位噪声补偿算法[J]. 光学学报, 2017,37(9):0906002.
	TANG Y J , DONG Y J , REN H L ,et al. Phase noise compensation algorithm based on Kalman filtering in time and frequency domains for CO-OFDM system[J]. Acta Optica Sinica, 2017,37(9):0906002.
[11]	ANSARI I S , YILMAZ F , ALOUINI M S . Performance analysis of free-space optical links over Malaga (M) turbulence channels with pointing errors[J]. IEEE Transactions on Wireless Communications, 2015,15(1): 91-102.
[12]	陈丹, 雷雨, 柯熙政 . 无线光自适应副载波 MDPSK 调制系统特性分析[J]. 电子学报, 2018,46(07): 1748-1753.
	CHEN D , LEI Y , KE X Z . Performance analysis of wireless optical adaptive subcarrier MDPSK modulation system[J]. Acta Electronica sinica, 2018,46(07): 1748-1753.
[13]	KHALIGHI M A , UYSAL M . Survey on free space optical communication:a communication theory perspective[J]. Communications Surveys ＆ Tutorials IEEE, 2014,16(4): 2231-2258.

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