Abstract

Lifetime requirements and coverage demands are emphasized in wireless sensor networks. An area coverage algorithm based on differential evolution is developed in this study to obtain a given coverage ratio [Formula: see text]. The proposed algorithm maximizes the lifetime of wireless sensor networks to monitor the area of interest. To this end, we translate continuous area coverage into classical discrete point coverage, so that the optimization process can be realized by wireless sensor networks. Based on maintaining the ε-coverage performance, area coverage algorithm based on differential evolution takes the minimal energy as optimization objective. In area coverage algorithm based on differential evolution, binary differential evolution is redeveloped to search for an improved node subset and thus meet the coverage demand. Taking into account that the results of binary differential evolution are depended on the initial value, the resulting individual is not an absolutely perfect node subset. A compensation strategy is provided to avoid unbalanced energy consumption for the obtained node subset by introducing the positive and negative utility ratios. Under the helps of those ratios and compensation strategy, the resulting node subset can be added additional nodes to remedy insufficient coverage, and redundancy active nodes can be pushed into sleep state. Furthermore, balance and residual energy are considered in area coverage algorithm based on differential evolution, which can expand the scope of population exploration and accelerate convergence. Experimental results show that area coverage algorithm based on differential evolution possesses high energy and computation efficiencies and provides 90% network coverage.

Highlights

  • Numerous micro-sensor nodes that monitor events are randomly deployed in areas of interest within a network

  • This article presents the area coverage algorithm based on differential evolution (ACADE), which is a balance-idea-based algorithm that uses improved differential evolution (DE)[29] without parameter variation

  • PSO: particle swarm optimization; JOA: Jenga-inspired optimization algorithm; BRACA: balanced rate area coverage algorithm; ACADE: area coverage algorithm based on differential evolution

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Summary

Introduction

Numerous micro-sensor nodes that monitor events are randomly deployed in areas of interest within a network. The area of interest can be equal to finite interest points from the microscopic point of view When nodes cover these points, the area of interest that is replaced by points exhibits satisfactory coverage demands.[10,11] in this study, several particular nodes are scheduled to satisfy coverage requirements for interest points to save energy and extend the network lifetime. The literature[28] was inspired by the Jenga game and presented a Jenga-inspired optimization algorithm (JOA) to balance the optimal solution and short computation time This algorithm can select a minimumcost node subset through the roulette method without considering the independence of players and their competitive weights. This article presents the area coverage algorithm based on differential evolution (ACADE), which is a balance-idea-based algorithm that uses improved differential evolution (DE)[29] without parameter variation In this algorithm, the requirements for balanced cost and minimal energy for each node are regarded as repairing factors. Under given coverage demands with balanced cost and minimal energy, satisfactory node subsets and increased lifetime are provided by ACADE

Background
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Conclusion
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