首页> 外文会议>2016 International Conference on Emerging Trends in Engineering, Technology and Science >Optimized mathematical model for cell receivers running in spatially problematic multi path channels for wireless systems in smart antennas
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Optimized mathematical model for cell receivers running in spatially problematic multi path channels for wireless systems in smart antennas

机译:在智能天线无线系统中在空间问题多径信道中运行的小区接收机的优化数学模型

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The explosive escalation of mobile internet with strong progression in every socio-geographic region with a perspective to support wireless multimedia applications is exceedingly demanding big transmission data rates and high quality. Distribution in Non-omnidirectionalfor power in space of multipath requires fading statistics for understanding wireless systems that operate in realistic propagation channels or employ smart antennas, adaptive arrays, and other Multiple Input Multiple Output (MIMO) technologies. Mathematical models for the design of mobile receivers are characterized by Level-Crossing Rates (LCR) (how frequently a received signal fades below a threshold/doorstep voltage) and Average Fade Durations (AFD) (the average interval of time a received signal spends below a threshold voltage). LCR and AFD are spatially correlated to transceivers. Like Doppler frequency, LCR and AFD are apparently related to antenna spacing and speed of the mobile station, reflecting correlation properties. To minimize packet loss and packet error rate, LCR and AFD help in selecting optimal packet lengths and characterizing fading impact on the transmitted signals. LCR becomes oscillatory and convergent, and finally unnoticeable when antenna spacing becomes larger. However, when the mobile is moving perpendicular to the antenna axis, AFD is loosely dependent on the antenna spacing. For devising efficient Protocols such as automatic repeat request (ARQ) and quantifying of the channel fading on the system performance in dynamic effect, AFD is an important criterion for any communication system. The transition probabilities between different states of a Markov model such as connected, transitional, and disconnected for fading channels can be calculated based on LCR at different levels. These are essential to qualify a certain quality of service which are necessary for proper selection of the signal correlation properties, such as adaptive symbol rates, interleaver depth, power and bandwidth (BW) allocation for multiple hops, handoff, fading rate, velocities of the transmitter and the receiver, and packet length and time slot duration; depending on the type of modulation used and the type of application supported.
机译:随着支持无线多媒体应用的发展,移动互联网的爆炸性发展在每个社会地理区域中都取得了长足发展,这极大地要求大传输数据速率和高质量。多径空间中非全向功率分配需要衰落统计信息,以了解在实际传播信道中运行或采用智能天线,自适应阵列和其他多输入多输出(MIMO)技术的无线系统。用于移动接收器设计的数学模型的特征在于,电平穿越速率(LCR)(接收信号衰减到阈值/门阶电压以下的频率)和平均衰落持续时间(AFD)(接收信号消耗的平均时间间隔低于此值)阈值电压)。 LCR和AFD在空间上与收发器相关。像多普勒频率一样,LCR和AFD显然与移动站的天线间距和速度有关,反映了相关特性。为了最大程度地减少数据包丢失和数据包错误率,LCR和AFD帮助选择最佳的数据包长度并确定衰落对传输信号的影响。当天线间距变大时,LCR变得振荡和收敛,最终变得不明显。但是,当移动台垂直于天线轴移动时,AFD大致取决于天线间距。为了设计有效的协议,例如自动重发请求(ARQ)并量化动态效果对系统性能的信道衰减,AFD是任何通信系统的重要标准。可以基于不同级别的LCR来计算马尔可夫模型的不同状态(例如,衰落信道的已连接,过渡和断开)之间的过渡概率。这些对于限定一定的服务质量至关重要,这对于正确选择信号相关属性是必不可少的,例如自适应符号速率,交织器深度,多跳的功率和带宽(BW)分配,越区切换,衰落速率,信号速率发送器和接收器,以及包长度和时隙持续时间;取决于使用的调制类型和支持的应用程序类型。

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