Performance of Gaussian waveform in OvTDM  

Performance of Gaussian waveform in OvTDM

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作  者:YANG Xun WANG Jian LI Dao-ben 

机构地区:[1]Key Laboratory of Information Processing and Intelligent Technology, Beijing University of Posts and Telecommunications, Beijing 100876, China

出  处:《The Journal of China Universities of Posts and Telecommunications》2009年第1期32-37,共6页中国邮电高校学报(英文版)

基  金:supported by the National Natural Science Foundation of China (90604035);Patent PCT/CN2006/001585.

摘  要:Waveforms play a key role in overlapping time division multiplexing (OvTDM) system. The OvTDM has been proved to be a novel transmission technique that can utilize time diversity to improve the bit error ratio (BER) performance in Rayleigh channel. According to the resulted law, the BER performance of Gaussian waveform in OvTDM also improves with the increase in the waveform parameter monotonically, and the rectangular waveform is the worst case of Gaussian waveform. In contrast, the spectrum effectiveness of Gaussian waveform OvTDM decreases with the increase in the waveform parameter. In the study, it is obtained that waveforms can achieve the best performance when the smallest correlation coefficient between neighbor symbols is e^-1 .Waveforms play a key role in overlapping time division multiplexing (OvTDM) system. The OvTDM has been proved to be a novel transmission technique that can utilize time diversity to improve the bit error ratio (BER) performance in Rayleigh channel. According to the resulted law, the BER performance of Gaussian waveform in OvTDM also improves with the increase in the waveform parameter monotonically, and the rectangular waveform is the worst case of Gaussian waveform. In contrast, the spectrum effectiveness of Gaussian waveform OvTDM decreases with the increase in the waveform parameter. In the study, it is obtained that waveforms can achieve the best performance when the smallest correlation coefficient between neighbor symbols is e^-1 .

关 键 词:OvTDM inter symbol interference (ISI) Gaussian waveform rectangular waveforrn BER spectrum effectiveness 

分 类 号:TN929.533[电子电信—通信与信息系统] TM935[电子电信—信息与通信工程]

 

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