In past years, ultra wideband technology has
attracted great attention from academia and industry for wireless personal area
networks and wireless sensor networks. Maintenance of connectivity and exchange
of data require an efficient way to manage the devices. Distributed beaconing
defined by ECMA-368 is used to manage the network in fully distributed fashion.
All the devices must acquire a unique beacon slot, with the beacon period
accessed using a slotted Aloha scheme. In this paper, we study the efficiency
of distributed beaconing in the presence of k newcomer devices forming a closed
system. Efficiency is measured in terms of energy consumption and network setup
delay. ECMA-368 defines two distinct phases: extension and contraction. Both
phases are analyzed with particular emphasis on the extension phase by means of
an absorbing Markov chain model. The main contributions of this paper are: 1) a
systematic approach to model distributed beaconing by formulating two
equivalent urn occupancy problems of the extension and contraction phases; 2)
the use of exponential generating functions to obtain closed-form expressions
of the transition probabilities of the absorbing Markov chain; and 3)
comparison to computer simulations based on Opnet modeling and with the
preexisting literature
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