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• W2019922381 abstract "The optimal geometric configuration of the cells of a wireless network using multiple antennas for each base station and a macrodiversity technique is investigated. The simplest model of a cell of an existing wireless network is disk shaped, and the cell deployment is arranged in a honeycomb tiling pattern. This model has been used as the first-order approximation for designing and evaluating wireless networks. However, the cells of a network using multiple antennas and macrodiversity are no longer disk shaped. This study investigated a network with a cell-and-antenna deployment pattern that covers a given service area using the minimum number of cells. The objective of this paper is to offer a first-order approximation model for a cell-and-antenna deployment pattern of such a network. For this objective, first, by imposing practical conditions, cell-and-antenna deployment patterns are classified. Then, the asymptotic minimum coverage problem is formulated as an optimization problem with a constraint for a set of deployment patterns. To easily obtain the first-order approximation model, a simplified formulation and model are proposed. Numerical examples show that the proposed deployment pattern covers the service area with nearly half the cells required by the existing heuristic pattern." @default.
• W2019922381 created "2016-06-24" @default.
• W2019922381 creator A5008884170 @default.
• W2019922381 creator A5019047598 @default.
• W2019922381 date "2013-08-01" @default.
• W2019922381 modified "2023-10-14" @default.
• W2019922381 title "Asymptotic Minimum Coverage Using Macroscopic Diversity" @default.
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• W2019922381 doi "https://doi.org/10.1109/tmc.2012.111" @default.
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