Downlink Cellular Network Analysis With LOS/NLOS Propagation and Elevated Base Stations
In this paper, we investigate the downlink performance of dense cellular networks with elevated base stations (BSs) using a channel model that incorporates line of sight (LOS)/non line of sight (NLOS) propagation into both small scale and large scale fading. Modeling LOS fading with Nakagami <inline formula> <tex math notation="LaTeX"$m$ /tex math>/inline formula> fading, we provide a unified framework based on stochastic geometry that encompasses both closest and strongest BS association. This paper is particularized to two distance dependent LOS/NLOS models of practical interest. Considering the effect of LOS propagation alone, we derive closed form expressions for the coverage probability with Nakagami <inline formula> <tex math notation="LaTeX"$m$ /tex math>/inline formula> fading, showing that the performance for strongest BS association is the same as in the case of Rayleigh fading, whereas for closest BS association it monotonically increases with the shape parameter <inline formula> <tex math notation="LaTeX"$m$ /tex math>/inline formula> Then, focusing on the effect of elevated BSs, we show that network densification eventually leads to near universal outage even for moderately low BS densities: in particular, the maximum area spectral efficiency is proportional to the inverse of the square of the BS height.
IEEE Transactions on Wireless Communications