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首页> 外文期刊>International Journal of Wireless & Mobile Networks >A Novel Approach for Hybrid of Adaptive Amplitude Non-Linear Gradient Decent (AANGD) and Complex Least Mean Square (CLMS) Algorithms for Smart Antennas
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A Novel Approach for Hybrid of Adaptive Amplitude Non-Linear Gradient Decent (AANGD) and Complex Least Mean Square (CLMS) Algorithms for Smart Antennas

机译:智能天线自适应幅度非线性梯度下降(AANG)与复最小均方(CLMS)算法混合的新方法

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An adaptive beam former is a device, which is able to steer and modifies an array's beam pattern in order to enhance the reception of a desired signal, while simultaneously suppressing interfering signals through complex weight selection. However, the weight selection is a critical task to get the low Side Lobe Level (SLL) and Low Beam Width. One needs to have a low SLL and low beam width to reduce the antenna's energy radiation/reception ability in unintended directions. The weights can be chosen to minimize the SLL and to place nulls at certain angles. The convergence of the array output towards desired signal is also very important for a good signal processing tool of an adaptive beam former. A vast number of possible window functions are available to calculate the weights for Smart Antennas. From the analysis of many of these algorithms, it is observed that there is a compromise between HPBW and SLL. But in case of smart antennas, both of these parameters must have low values to get good performance. In our earlier work it is proposed that Complex Least Mean Square (CLMS) and Augmented Complex Least Mean Square ( ACLMS) algorithms gives low beam width and side lobe level in noisy environment. Another neural algorithm Adaptive Amplitude Non Linear Gradient Decent algorithm (AANGD) has the advantage of more number of control parameters over CLMS and ACLMS algorithms. In this paper the hybrid of CLMS and AANGD is presented and this novel hybrid algorithm has outperformed the hybrid algorithm of CLMS and ACLMS in the aspect of convergence towards the desired signal
机译:自适应波束形成器是一种设备,能够控制和修改阵列的波束方向图,以增强所需信号的接收,同时通过复杂的权重选择来抑制干扰信号。但是,权重选择是获得低旁瓣电平(SLL)和低波束宽度的关键任务。人们需要具有较低的SLL和较低的波束宽度,以减少天线在非预期方向上的能量辐射/接收能力。可以选择权重以最小化SLL并在某些角度放置零值。阵列输出朝向期望信号的收敛对于自适应波束形成器的良好信号处理工具也非常重要。大量可能的窗口功能可用于计算智能天线的权重。通过对许多这些算法的分析,可以发现HPBW和SLL之间存在折衷。但是对于智能天线,这两个参数都必须具有较低的值才能获得良好的性能。在我们的早期工作中,提出了在噪声环境下,复数最小均方(CLMS)和增强型复数最小均方(ACLMS)算法可提供较低的波束宽度和旁瓣电平。另一种神经算法自适应幅度非线性梯度体面算法(AANGD)的优势在于,与CLMS和ACLMS算法相比,控制参数的数量更多。本文提出了CLMS和AANGD的混合算法,这种新的混合算法在趋向于所需信号的收敛方面优于CLMS和ACLMS的混合算法。

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