电子学报
電子學報
전자학보
ACTA ELECTRONICA SINICA
2015年
1期
1-6
,共6页
2.6GHz%信道测量%室内环境%同时同频全双工%自干扰信道
2.6GHz%信道測量%室內環境%同時同頻全雙工%自榦擾信道
2.6GHz%신도측량%실내배경%동시동빈전쌍공%자간우신도
2 .6GHz%channel measurement%indoor channel modeling%self-interference channel
目前,对同时同频全双工的自干扰信道特性尚未进行研究.针对这一现状,采用基于网络分析仪的信道测量平台,对室内环境下2.6GHz同时同频全双工自干扰信道特性进行测量与分析.基于实测数据统计分析,得出了传输损耗模型与均方根时延扩展统计模型.结果表明:传输损耗服从断点损耗模型,天线间距在大于1m的传输损耗指数为1.86,天线间距小于1m的传输损耗指数为1.52;均方根时延扩展的统计特性随着天线间距在不同范围而不同,在天线间距大于1m时的均方时延扩展服从lognormal分布,在天线间距小于1m时,RMS时延扩展在不同的天线间距下服从lognormal分布,并且其分布的均值与标准差与天线间距呈现线性关系.
目前,對同時同頻全雙工的自榦擾信道特性尚未進行研究.針對這一現狀,採用基于網絡分析儀的信道測量平檯,對室內環境下2.6GHz同時同頻全雙工自榦擾信道特性進行測量與分析.基于實測數據統計分析,得齣瞭傳輸損耗模型與均方根時延擴展統計模型.結果錶明:傳輸損耗服從斷點損耗模型,天線間距在大于1m的傳輸損耗指數為1.86,天線間距小于1m的傳輸損耗指數為1.52;均方根時延擴展的統計特性隨著天線間距在不同範圍而不同,在天線間距大于1m時的均方時延擴展服從lognormal分佈,在天線間距小于1m時,RMS時延擴展在不同的天線間距下服從lognormal分佈,併且其分佈的均值與標準差與天線間距呈現線性關繫.
목전,대동시동빈전쌍공적자간우신도특성상미진행연구.침대저일현상,채용기우망락분석의적신도측량평태,대실내배경하2.6GHz동시동빈전쌍공자간우신도특성진행측량여분석.기우실측수거통계분석,득출료전수손모모형여균방근시연확전통계모형.결과표명:전수손모복종단점손모모형,천선간거재대우1m적전수손모지수위1.86,천선간거소우1m적전수손모지수위1.52;균방근시연확전적통계특성수착천선간거재불동범위이불동,재천선간거대우1m시적균방시연확전복종lognormal분포,재천선간거소우1m시,RMS시연확전재불동적천선간거하복종lognormal분포,병차기분포적균치여표준차여천선간거정현선성관계.
Measurements and characterizations are rarely conducted about indoor self-interference channel of CCFD(Co-time Co-frequency full-duplex) .An extensive self-interference channel measurement is performed at 2 .6GHz under typical indoor envi-ronment with channel sounder based on vector network analyzer .By analyzing the measurement data ,the empirical channel charac-teristics such as path loss exponent ,RMS (root-mean-square )delay spread have been extracted .Results show that path loss exponent and RMS delay statistics are different according to antenna separation of transmitter-receiver .When the separation is larger than 1m , the path loss exponent is 1 .86 ,and the RMS delay statistics follow lognormal distribution .When the separation is less than 1m ,the path loss exponent is 1 .52 ,and the RMS delay statistics at different antenna separation follow lognormal distribution whose mean and variance are linear functions of antenna distance respectively .