Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach
碩士 === 國立交通大學 === 電信工程研究所 === 103 === Coverage analysis of a small cell network is very crucial since small cell deployment will dominates the topology of a cellular in the future. The majority of prior work on the coverage probability is studied based on a simple and consistent Rayleigh fading mode...
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ndltd-TW-103NCTU54350182015-10-14T00:18:21Z http://ndltd.ncl.edu.tw/handle/15057133177945946126 Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach 利用隨機幾何的方法在一般通道環境下小細胞系統的性能分析 Chen, Jia-jia 陳佳佳 碩士 國立交通大學 電信工程研究所 103 Coverage analysis of a small cell network is very crucial since small cell deployment will dominates the topology of a cellular in the future. The majority of prior work on the coverage probability is studied based on a simple and consistent Rayleigh fading models in a Poisson-distributed cellular network in order to avoid analytical intractability. In this paper, we study the coverage probability problem in a Poisson small cell network with much more general channel impairments. First a neat expression of the coverage probability with compose Rayleigh fading and log-normal shadowing is derived and it discloses two important facts – the coverage performance is not improved by deploying more base stations and it is significantly weakened by shadowing. Then we find the coverage probability with low complexity for the case that a dual-slop path loss is used, the desired signal experiences Nakagami-m fading and interference signals undergo Rayleigh fading. It is able to more practically reflect the coverage performance of a user. Wang, Li-Chun 王蒞君 2014 學位論文 ; thesis 39 en_US |
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碩士 === 國立交通大學 === 電信工程研究所 === 103 === Coverage analysis of a small cell network is very crucial since small cell deployment
will dominates the topology of a cellular in the future. The majority
of prior work on the coverage probability is studied based on a simple and
consistent Rayleigh fading models in a Poisson-distributed cellular network
in order to avoid analytical intractability. In this paper, we study the coverage
probability problem in a Poisson small cell network with much more
general channel impairments. First a neat expression of the coverage probability
with compose Rayleigh fading and log-normal shadowing is derived
and it discloses two important facts – the coverage performance is not improved
by deploying more base stations and it is significantly weakened by
shadowing. Then we find the coverage probability with low complexity for
the case that a dual-slop path loss is used, the desired signal experiences
Nakagami-m fading and interference signals undergo Rayleigh fading. It is
able to more practically reflect the coverage performance of a user.
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author2 |
Wang, Li-Chun |
author_facet |
Wang, Li-Chun Chen, Jia-jia 陳佳佳 |
author |
Chen, Jia-jia 陳佳佳 |
spellingShingle |
Chen, Jia-jia 陳佳佳 Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach |
author_sort |
Chen, Jia-jia |
title |
Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach |
title_short |
Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach |
title_full |
Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach |
title_fullStr |
Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach |
title_full_unstemmed |
Performance Analysis of Small Cells in General Fading Channels Using Stochastic Geometry Approach |
title_sort |
performance analysis of small cells in general fading channels using stochastic geometry approach |
publishDate |
2014 |
url |
http://ndltd.ncl.edu.tw/handle/15057133177945946126 |
work_keys_str_mv |
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