Year of Graduation
Research and Development of Mathematical Models of Synchronization for Wireless Networks
Computer Systems and Networks
In this work we consider a mathematical model of a large-scale wireless sensor networks that consists of client nodes and one server node. Client nodes are equipped with an imperfect clock and the server node is equipped with a perfect clock. We study a problem of minimizing the functional that is a trade-off between energy costs and network desynchronization. For this problem, the algorithm for finding suboptimal controls is developed in Wolfram Mathematica. We analyze the correlation between parameters and suboptimal control structure.