基于正交匹配追踪(OMP)算法的下一代无线通信稀疏信道估计

Praveen S Chakkravarthy, Gaddam Vivek, D. A. Basha, P. B. Chandra, Sahithi Vangala, G. S. Kiran
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引用次数: 0

摘要

不断增加的移动宽带服务是5G的主要初始驱动因素之一,其驱动因素是对更快、更沉浸式移动体验的永不满足的需求。越来越多的人使用他们的移动设备访问、共享和观看高清多媒体,这导致了对移动数据的需求上升。移动设备的功能不断扩展,例如具有更高分辨率的摄像头、4K视频、永远在线的云计算、虚拟/增强现实等,正在增加对更强大的网络基础设施的需求。尽管仍需要大量测试,但毫米波(mm wave)技术,也被称为24ghz以上的高频频谱,正在成为5G的重要组成部分。在这些高频率下,大带宽(数百兆赫)是可用的,并且巨大的容量增益和异常高的数据速率的前景非常诱人。为了降低功耗并有效地利用可用带宽,可以通过选择最稀疏的信道来实现。为了定位最稀疏的信道,采用正交匹配追踪(OMP)算法。该算法的目标是在嘈杂的环境中以更低的计算复杂度表现得更好。信道的估计被看作是一个稀疏逼近问题。利用迭代OMP技术对主导信道系数进行了顺序辨识。重复这个过程,直到不再有任何残留物。准确反映功率、稀疏程度和实际信道响应的结果将支持这一目标。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sparse Channel Estimation Using Orthogonal Matching Pursuit (OMP) Algorithm for Next Generation Wireless Communications
Increasing mobile broadband services is one of the primary initial drivers of 5G, driven by the insatiable demand for ever-faster and more immersive mobile experiences. More and more people are using their mobile devices to access, share, and watch high-definition multimedia, which has led to a rise in the demand for mobile data. The ever-expanding capabilities of mobile devices, such as those with higher-resolution cameras, 4K video, always-on cloud computing, virtual/augmented reality, etc., are increasing the need for more robust network infrastructure. Although it still needs a lot of testing, millimeter wave (mm Wave) technology, also known as high-frequency spectrum bands over 24 GHz, is becoming an important part of 5G. Large bandwidths (hundreds of megahertz) are available at these high frequencies, and the prospect of huge capacity gains and exceptionally high data rates is very enticing. To reduce power consumption and effectively use the available bandwidth, this can be done by selecting the sparsest channel. For the purpose of locating the sparsest channel, the Orthogonal Matching Pursuit (OMP) algorithm is used. The algorithm's goal is to perform better in noisy environments with less computing complexity. The estimate of the channel is viewed as a sparse approximation problem. The dominating channel coefficients are sequentially identified by the iterative OMP technique. The process is repeated until there is no longer any residue. Results that accurately reflect the power, level of sparsity, and actual Channel response will support the goal.
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