Mobile Small Cell Deployment in Wireless Communication Systems

博士 === 國立臺灣大學 === 資訊工程學研究所 === 106 === One viable and low-cost method of accommodating the explosive growth of mobile broadband traffic is to introduce small cells for next generation cellular networks. However, static small cells cannot be flexibly placed to meet the demand of time/space-varying tr...

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Main Authors: Shih-Fan Chou, 周詩梵
Other Authors: Ai-Chun Pang
Format: Others
Language:en_US
Published: 2017
Online Access:http://ndltd.ncl.edu.tw/handle/8z39m9
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spelling ndltd-TW-106NTU053920162019-05-16T00:22:54Z http://ndltd.ncl.edu.tw/handle/8z39m9 Mobile Small Cell Deployment in Wireless Communication Systems 無線通訊系統中行動小型基地台之部署 Shih-Fan Chou 周詩梵 博士 國立臺灣大學 資訊工程學研究所 106 One viable and low-cost method of accommodating the explosive growth of mobile broadband traffic is to introduce small cells for next generation cellular networks. However, static small cells cannot be flexibly placed to meet the demand of time/space-varying traffic, and idle or under-utilized cells would result in resource wastage and system performance degradation. Therefore, this dissertation adopts the mobile small cell concept and seeks to optimize the deployment of mobile small cells. If a finite number of mobile small cells can serve more users for more time, the mobile small cell deployment will have more gains. To reveal the performance gains from proper deployment strategies, this dissertation uses ground and airborne vehicles respectively to serve as the carriers for mobile small cells. We first target the deployment problem on the ground with the objective of maximizing total service time of all users. Specifically, service time maximization exhibits an interesting trade-off between user density and the travel time of mobile small cells. We prove that our target problem is NP-hard and cannot be approximated in polynomial time with a ratio better than (1 – 1/e), unless P =NP. To solve the problem, we propose a polynomial time (1 – 1/e)-approximation algorithm, and the proposed algorithm is one of the best approximation algorithms based on the inapproximability ratio. Next, we extend our preliminary results on 2D deployment to further accommodate the flexible deployment of flying unmanned aerial vehicles (UAVs), with the goal of maximizing the total throughput of all users. The problem is formulated as a non-convex non-linear program and its convexified reformulation can be solved by Lagrangian dual relaxation and subgradient projection methods. We then propose a heuristic algorithm to deal with the trade-off among flight altitude, travel time and battery life. The capabilities of the above-mentioned proposed algorithms are evaluated by conducting a series of simulations with realistic parameter settings, providing insightful and encouraging results in mobile small cell deployment for wireless communication systems. Ai-Chun Pang 逄愛君 2017 學位論文 ; thesis 78 en_US
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description 博士 === 國立臺灣大學 === 資訊工程學研究所 === 106 === One viable and low-cost method of accommodating the explosive growth of mobile broadband traffic is to introduce small cells for next generation cellular networks. However, static small cells cannot be flexibly placed to meet the demand of time/space-varying traffic, and idle or under-utilized cells would result in resource wastage and system performance degradation. Therefore, this dissertation adopts the mobile small cell concept and seeks to optimize the deployment of mobile small cells. If a finite number of mobile small cells can serve more users for more time, the mobile small cell deployment will have more gains. To reveal the performance gains from proper deployment strategies, this dissertation uses ground and airborne vehicles respectively to serve as the carriers for mobile small cells. We first target the deployment problem on the ground with the objective of maximizing total service time of all users. Specifically, service time maximization exhibits an interesting trade-off between user density and the travel time of mobile small cells. We prove that our target problem is NP-hard and cannot be approximated in polynomial time with a ratio better than (1 – 1/e), unless P =NP. To solve the problem, we propose a polynomial time (1 – 1/e)-approximation algorithm, and the proposed algorithm is one of the best approximation algorithms based on the inapproximability ratio. Next, we extend our preliminary results on 2D deployment to further accommodate the flexible deployment of flying unmanned aerial vehicles (UAVs), with the goal of maximizing the total throughput of all users. The problem is formulated as a non-convex non-linear program and its convexified reformulation can be solved by Lagrangian dual relaxation and subgradient projection methods. We then propose a heuristic algorithm to deal with the trade-off among flight altitude, travel time and battery life. The capabilities of the above-mentioned proposed algorithms are evaluated by conducting a series of simulations with realistic parameter settings, providing insightful and encouraging results in mobile small cell deployment for wireless communication systems.
author2 Ai-Chun Pang
author_facet Ai-Chun Pang
Shih-Fan Chou
周詩梵
author Shih-Fan Chou
周詩梵
spellingShingle Shih-Fan Chou
周詩梵
Mobile Small Cell Deployment in Wireless Communication Systems
author_sort Shih-Fan Chou
title Mobile Small Cell Deployment in Wireless Communication Systems
title_short Mobile Small Cell Deployment in Wireless Communication Systems
title_full Mobile Small Cell Deployment in Wireless Communication Systems
title_fullStr Mobile Small Cell Deployment in Wireless Communication Systems
title_full_unstemmed Mobile Small Cell Deployment in Wireless Communication Systems
title_sort mobile small cell deployment in wireless communication systems
publishDate 2017
url http://ndltd.ncl.edu.tw/handle/8z39m9
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