DMT analysis and optimal scheduling for FSO relaying communications
Abstract In this paper, two‐hop parallel N‐relay networks are considered and the diversity‐multiplexing tradeoff (DMT) is derived over Gamma‐Gamma free‐space optical (FSO) channels with identical average received signal to noise rations in all links. In the derivations, both local and global channel...
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Online Access: | https://doi.org/10.1049/cmu2.12193 |
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doaj-5d83eaf681ff44d7a5ffc3e03b57c0d12021-08-05T03:42:44ZengWileyIET Communications1751-86281751-86362021-08-0115141808182010.1049/cmu2.12193DMT analysis and optimal scheduling for FSO relaying communicationsHassan Khayatian0Farzad Parvaresh1Jamshid Abouei2S. Mohammad Saberali3Department of Electrical Engineering University of Isfahan Isfahan IranDepartment of Electrical Engineering University of Isfahan Isfahan IranDepartment of Electrical Engineering Yazd University Yazd IranDepartment of Electrical Engineering University of Isfahan Isfahan IranAbstract In this paper, two‐hop parallel N‐relay networks are considered and the diversity‐multiplexing tradeoff (DMT) is derived over Gamma‐Gamma free‐space optical (FSO) channels with identical average received signal to noise rations in all links. In the derivations, both local and global channel state information (CSI) are investigated. In the local CSI case, the node only knows its incoming link conditions, while in the global CSI case, the nodes are aware of all the CSIs in the network. The listening and transmitting times at the relays as variables in the DMT derivation are further considered which are later used to optimize the performance of the network. It is demonstrated that the optimal DMT is obtained with the static quantize map and forward (SQMF) and dynamic quantize map and forward (DQMF) strategies for different ranges of the multiplexing gain. In addition, the optimal schedule of relays in the DQMF strategy is determined as a function of the local channel conditions in the relays.https://doi.org/10.1049/cmu2.12193 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Hassan Khayatian Farzad Parvaresh Jamshid Abouei S. Mohammad Saberali |
spellingShingle |
Hassan Khayatian Farzad Parvaresh Jamshid Abouei S. Mohammad Saberali DMT analysis and optimal scheduling for FSO relaying communications IET Communications |
author_facet |
Hassan Khayatian Farzad Parvaresh Jamshid Abouei S. Mohammad Saberali |
author_sort |
Hassan Khayatian |
title |
DMT analysis and optimal scheduling for FSO relaying communications |
title_short |
DMT analysis and optimal scheduling for FSO relaying communications |
title_full |
DMT analysis and optimal scheduling for FSO relaying communications |
title_fullStr |
DMT analysis and optimal scheduling for FSO relaying communications |
title_full_unstemmed |
DMT analysis and optimal scheduling for FSO relaying communications |
title_sort |
dmt analysis and optimal scheduling for fso relaying communications |
publisher |
Wiley |
series |
IET Communications |
issn |
1751-8628 1751-8636 |
publishDate |
2021-08-01 |
description |
Abstract In this paper, two‐hop parallel N‐relay networks are considered and the diversity‐multiplexing tradeoff (DMT) is derived over Gamma‐Gamma free‐space optical (FSO) channels with identical average received signal to noise rations in all links. In the derivations, both local and global channel state information (CSI) are investigated. In the local CSI case, the node only knows its incoming link conditions, while in the global CSI case, the nodes are aware of all the CSIs in the network. The listening and transmitting times at the relays as variables in the DMT derivation are further considered which are later used to optimize the performance of the network. It is demonstrated that the optimal DMT is obtained with the static quantize map and forward (SQMF) and dynamic quantize map and forward (DQMF) strategies for different ranges of the multiplexing gain. In addition, the optimal schedule of relays in the DQMF strategy is determined as a function of the local channel conditions in the relays. |
url |
https://doi.org/10.1049/cmu2.12193 |
work_keys_str_mv |
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