• Title of article

    An adaptive energy-efficient area coverage algorithm for wireless sensor networks

  • Author/Authors

    Javad Akbari Torkestani، نويسنده ,

  • Issue Information
    ماهنامه با شماره پیاپی سال 2013
  • Pages
    12
  • From page
    1655
  • To page
    1666
  • Abstract
    The connected dominating set (CDS) concept has recently emerged as a promising approach to the area coverage in wireless sensor network (WSN). However, the major problem affecting the performance of the existing CDS-based coverage protocols is that they aim at maximizing the number of sleep nodes to save more energy. This places a heavy load on the active sensors (dominators) for handling a large number of neighbors. The rapid exhaustion of the active sensors may disconnect the network topology and leave the area uncovered. Therefore, to make a good trade-off between the network connectivity, coverage, and lifetime, a proper number of sensors must be activated. This paper presents a degree-constrained minimum-weight extension of the CDS problem called DCDS to model the area coverage in WSNs. The proper choice of the degree-constraint of DCDS balances the network load on the active sensors and significantly improves the network coverage and lifetime. A learning automata-based heuristic named as LAEEC is proposed for finding a near optimal solution to the proxy equivalent DCDS problem in WSN. The computational complexity of the proposed algorithm to find a optimal solution of the area coverage problem is approximated. Several simulation experiments are conducted to show the superiority of the proposed area coverage protocol over the existing CDS-based methods in terms of the control message overhead, percentage of covered area, residual energy, number of active nodes (CDS size), and network lifetime.
  • Keywords
    Degree-constrained CDS , Area coverage , Minimum weight CDS , WSN , Learning automata
  • Journal title
    Ad Hoc Networks
  • Serial Year
    2013
  • Journal title
    Ad Hoc Networks
  • Record number

    968911