Sensor node placement based on lexicographic minimax
Wireless Sensor Networks (WSN) which is capable in sensing, storing, processing and transmitting data has been widely applied in providing effective surveillance. Optimum sensor nodes placement in the surveillance area is needed to optimise the cost and efficiency of deployment. The positions of sen...
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my.uniten.dspace-294712023-12-28T14:30:09Z Sensor node placement based on lexicographic minimax Abidin H.Z. Din N.Md. 52165115900 9335429400 coverage lexicographic minimax node placement uniformity Wireless Sensor Network Data handling Wireless sensor networks coverage Lexicographic minimax Minimax techniques Node placement Performance metrices Performance study Sensor node placement uniformity Sensor nodes Wireless Sensor Networks (WSN) which is capable in sensing, storing, processing and transmitting data has been widely applied in providing effective surveillance. Optimum sensor nodes placement in the surveillance area is needed to optimise the cost and efficiency of deployment. The positions of sensor nodes should be able to provide maximum coverage with longer lifetime. This paper proposed a sensor nodes placement technique which is based on the lexicographic minimax algorithm. Performance study has been carried out by comparing the performance of the lexicographic minimax sensor node placement scheme with traditional minimax technique in terms of coverage ratio and uniformity. Uniformity is a performance metric that can be used to estimate WSN lifetime. Simulation results show that the WSN deployed with lexicographic minimax sensor node placement scheme outperforms minimax scheme with larger coverage ratio and is expected to provide longer lifetime. � 2012 IEEE. Final 2023-12-28T06:30:09Z 2023-12-28T06:30:09Z 2012 Conference paper 10.1109/ISTT.2012.6481570 2-s2.0-84875741307 https://www.scopus.com/inward/record.uri?eid=2-s2.0-84875741307&doi=10.1109%2fISTT.2012.6481570&partnerID=40&md5=f0080d721ea8be626776a621ed02612e https://irepository.uniten.edu.my/handle/123456789/29471 6481570 82 87 Scopus |
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coverage lexicographic minimax node placement uniformity Wireless Sensor Network Data handling Wireless sensor networks coverage Lexicographic minimax Minimax techniques Node placement Performance metrices Performance study Sensor node placement uniformity Sensor nodes |
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coverage lexicographic minimax node placement uniformity Wireless Sensor Network Data handling Wireless sensor networks coverage Lexicographic minimax Minimax techniques Node placement Performance metrices Performance study Sensor node placement uniformity Sensor nodes Abidin H.Z. Din N.Md. Sensor node placement based on lexicographic minimax |
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Wireless Sensor Networks (WSN) which is capable in sensing, storing, processing and transmitting data has been widely applied in providing effective surveillance. Optimum sensor nodes placement in the surveillance area is needed to optimise the cost and efficiency of deployment. The positions of sensor nodes should be able to provide maximum coverage with longer lifetime. This paper proposed a sensor nodes placement technique which is based on the lexicographic minimax algorithm. Performance study has been carried out by comparing the performance of the lexicographic minimax sensor node placement scheme with traditional minimax technique in terms of coverage ratio and uniformity. Uniformity is a performance metric that can be used to estimate WSN lifetime. Simulation results show that the WSN deployed with lexicographic minimax sensor node placement scheme outperforms minimax scheme with larger coverage ratio and is expected to provide longer lifetime. � 2012 IEEE. |
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52165115900 |
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52165115900 Abidin H.Z. Din N.Md. |
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Conference paper |
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Abidin H.Z. Din N.Md. |
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Abidin H.Z. |
title |
Sensor node placement based on lexicographic minimax |
title_short |
Sensor node placement based on lexicographic minimax |
title_full |
Sensor node placement based on lexicographic minimax |
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Sensor node placement based on lexicographic minimax |
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Sensor node placement based on lexicographic minimax |
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sensor node placement based on lexicographic minimax |
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2023 |
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1806423431259881472 |
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13.214268 |