Revisiting TV coverage estimation with measurement-based statistical interpolation

Xuhang Ying, Chang Wook Kim, Sumit Roy
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引用次数: 27

Abstract

Per FCC rules, secondary users in TV White Spaces must operate only within spectrum subject to a no-harmful-interference condition to existing primary receivers. In effect, this translates into a protection region around every TV transmitter, wherein secondary nodes must not transmit (on the same channel). This is implemented by requiring secondary users to consult a database prior to any channel access so as to obtain the local prohibited channels/spatial zones (or equivalently the free channels or White Spaces). Construction of such protection regions for a transmitter within a database has been done, mainly based on empirical propagation models that estimate the received signal strength at a location. Clearly, such model-based prediction is always of limited accuracy and should be supplemented by measurement based approaches that help validate and improve the database predictions. In this work, we present results based on applying spatial interpolation techniques (Kriging) to measurement data obtained in Seattle, WA. Our results have shown that empirical DBA models tend to over-estimate received signal strengths by not explicitly accounting for local obstructions, while measurement-based Kriging achieves consistently good performance. Furthermore, boundary estimation via Kriging achieves a type I error rate 46.1% lower than comparable DBA approach while keeping type II error rate under a low limit (5%) for a given service threshold (i.e., -84 dBm/6 MHz); this is also an improvement over a method using k-Nearest Neighbor for such estimation.
用基于测量的统计插值方法重述电视覆盖估计
根据美国联邦通信委员会的规定,电视空白区域的辅助用户必须只在对现有主接收器无有害干扰的条件下在频谱内操作。实际上,这转化为每个电视发射机周围的一个保护区域,其中次要节点不得传输(在同一频道上)。这是通过要求辅助用户在访问任何频道之前查询数据库来实现的,以便获得本地禁止频道/空间区域(或等效的自由频道或空白区域)。已经为数据库中的发射机构建了这样的保护区域,主要基于经验传播模型,该模型估计在一个位置接收到的信号强度。显然,这种基于模型的预测总是精度有限,应该通过基于测量的方法加以补充,以帮助验证和改进数据库预测。在这项工作中,我们提出了基于将空间插值技术(Kriging)应用于华盛顿州西雅图获得的测量数据的结果。我们的结果表明,经验DBA模型倾向于高估接收到的信号强度,因为没有明确地考虑到局部障碍,而基于测量的Kriging实现了一贯的良好性能。此外,通过Kriging进行的边界估计实现的I型错误率比类似的DBA方法低46.1%,同时在给定的服务阈值(即-84 dBm/6 MHz)下将II型错误率保持在低限度(5%)以下;这也是对使用k-最近邻进行此类估计的方法的改进。
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