Abstract-In deadline-constrained data aggregation in wireless sensor networks (WSNs), the imposed sink deadline in an interference-limited network hinders participation of all sensor nodes in data aggregation. Thus, a subset of nodes can contribute in aggregation and quality of aggregation (QoA) increases with the growth of the number of participating nodes. Scheduling the nodes' transmissions is a central problem, which aims to maximize the QoA, while satisfying the sink deadline, i.e., ontime delivery of the sensed data to the sink node. Although the previous studies have proposed optimal scheduling algorithms to this problem given a particular aggregation tree, there is no work on constructing optimal tree in this context. The underlying aggregation tree can make a big difference on QoA since we demonstrate that the ratio between the maximum achievable QoAs of different trees could be as large as O(2 D ), where D is the sink deadline. In this paper, we cast an optimization problem to address optimal tree construction for deadline-constrained data aggregation in WSNs. The problem is combinatorial in nature and difficult to solve as we prove its NP-hardness. We employ Markov approximation framework and devise two distributed algorithms with different computation overheads to find bounded close-to-optimal solutions. Simulation experiments in a set of representative randomly-generated scenarios show that the proposed algorithms significantly improve QoA by 101% and 93% on average compared to the best, to our knowledge, existing alternative methods.
Alinia et al. REF studied the problem of constructing maximum-quality aggregation trees in deadline-constrained WSNs; however, they did not consider the reliability of the link and energy constraint.
On the construction of maximum-quality aggregation trees in deadline-constrained WSNs
2015 IEEE Conference on Computer Communications (INFOCOM)
2015 IEEE Conference on Computer Communications (INFOCOM)
Computer Science