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Mutual coupling, channel model, and BER for curvilinear antenna arrays.

机译:曲线天线阵列的互耦合,信道模型和BER。

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This dissertation introduces a wireless communications system with an adaptive beam-former and investigates its performance with different antenna arrays. Mutual coupling, real antenna elements and channel models are included to examine the system performance.;In a beamforming system, mutual coupling (MC) among the elements can significantly degrade the system performance. However, MC effects can be compensated if an accurate model of mutual coupling is available. A mutual coupling matrix model is utilized to compensate mutual coupling in the beamforming of a uniform circular array (UCA). Its performance is compared with other models in uplink and downlink beamforming scenarios. In addition, the predictions are compared with measurements and verified with results from full-wave simulations.;In order to accurately investigate the minimum mean-square-error (MSE) of an adaptive array in MC, two different noise models, the environmental and the receiver noise, are modeled. The minimum MSEs with and without data domain MC compensation are analytically compared. The influence of mutual coupling on the convergence is also examined. In addition, the weight compensation method is proposed to attain the desired array pattern.;Adaptive arrays with different geometries are implemented with the minimum MSE algorithm in the wireless communications system to combat interference at the same frequency. The bit-error-rate (BER) of systems with UCA, uniform rectangular array (URA) and UCA with center element are investigated in additive white Gaussian noise plus well-separated signals or random direction signals scenarios. The output SINR of an adaptive array with multiple interferers is analytically examined. The influence of the adaptive algorithm convergence on the BER is investigated.;The UCA is then investigated in a narrowband Rician fading channel. The channel model is built and the space correlations are examined. The influence of the number of signal paths, number of the interferers, Doppler spread and convergence are investigated. The tracking mode is introduced to the adaptive array system, and it further improves the BER. The benefit of using faster data rate (wider bandwidth) is discussed.;In order to have better performance in a 3D space, the geometries of uniform spherical array (USAs) are presented and different configurations of USAs are discussed. The LMS algorithm based on temporal a priori information is applied to UCAs and USAs to beamform the patterns. Their performances are compared based on simulation results.;Based on the analytical and simulation results, it can be concluded that mutual coupling slightly influences the performance of the adaptive array in communication systems. In addition, arrays with curvilinear geometries perform well in AWGN and fading channels.
机译:本文介绍了一种具有自适应波束形成器的无线通信系统,并研究了其在不同天线阵列下的性能。包括相互耦合,真实天线元件和信道模型以检查系统性能。在波束成形系统中,元件之间的相互耦合(MC)会严重降低系统性能。但是,如果可以使用精确的互耦模型,则可以补偿MC效应。互耦合矩阵模型用于补偿均匀圆形阵列(UCA)波束形成中的互耦合。在上行链路和下行链路波束成形场景中,将其性能与其他模型进行了比较。此外,将预测结果与测量结果进行比较,并通过全波模拟的结果进行验证。;为了准确地研究MC中自适应阵列的最小均方误差(MSE),环境噪声和环境噪声两种模型接收器噪声被建模。分析比较具有和不具有数据域MC补偿的最小MSE。还研究了互耦对收敛的影响。此外,还提出了权重补偿方法来获得所需的阵列模式。在无线通信系统中,采用最小MSE算法实现具有不同几何形状的自适应阵列,以抵抗相同频率的干扰。在加性高斯白噪声加上信号分离良好或方向随机的情况下,研究了具有UCA,均匀矩形阵列(URA)和具有中心元素的UCA的系统的误码率(BER)。具有多个干扰源的自适应阵列的输出SINR经过分析检查。研究了自适应算法收敛对BER的影响。然后,在窄带Rician衰落信道中研究了UCA。建立通道模型并检查空间相关性。研究了信号路径数量,干扰源数量,多普勒扩展和收敛的影响。跟踪模式被引入到自适应阵列系统中,并进一步提高了BER。讨论了使用更快的数据速率(更宽的带宽)的好处。;为了在3D空间中具有更好的性能,提出了均匀球面阵列(USAs)的几何形状,并讨论了USAs的不同配置。将基于时间先验信息的LMS算法应用于UCA和USA,以对模式进行波束形成。根据仿真结果比较了它们的性能。基于分析和仿真结果,可以得出结论,互耦对通信系统中自适应阵列的性能影响很小。此外,具有曲线几何形状的阵列在AWGN和衰落通道中表现良好。

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