摘要
针对某些特殊的微小区移动通信环境,比如空旷的广场或者大型购物商厦等,移动台(Mobile station,MS)周围散射体可能很少,甚至于为零,在已有模型基础上建立了一种新的3-D空间模型——空心半球体空间模型。散射体均匀分布在移动台附近空间内,而基站(Base station,BS)的位置在离地面有一定的高度。在水平平面和垂直平面内分别推导出来波信号的到达角度(Angle of arrival,AOA)的概率密度函数表达式,另外也研究了信号到达时间(Time of arrival,TOA)的概率密度函数。估计结果与某些2-D和3-D模型对比,表明本模型的信道参数估计符合以往的理论,对空间统计信道模型的研究和应用提供了有效的支持与拓展。
A generalized three-dimensional (3-D) geometric model is proposed with the 3-D scattering hol- low-hemispheroid at the mobile station (MS) considering macrocellular mobile systems such as crowded square and large shopping malls. Closed-form expressions for joint and marginal probability density func- tions (PDFs) of the angle of arrival (AOA) seen at the MS and base station (BS) in the azimuth plane and elevation plane are derived respectively. Moreover, closed-form expressions for propagation path de- lays and trivariate joint PDFs of the time of arrival (TOA) seen at the MS are investigated. The observed theoretical results are compared with some presented 2-D and 3-D scattering models to validate the gener- alization of the proposed model. The proposed theoretical results provide effective support and develop- ment for a practical 3-D scattering environment.
出处
《数据采集与处理》
CSCD
北大核心
2015年第3期528-536,共9页
Journal of Data Acquisition and Processing
基金
国家自然科学基金(61372128
61471153)资助项目
江苏省高校自然科学研究重大计划(14KJA510001)资助项目
江苏省普通高校研究生科研创新计划(KYLX_0854)资助项目
关键词
空间信道模型
到达时间
到达角度
微小区
geometric modeling
time of arrival (TOA)
angle of arrival (AOA)
microeell