Path: Top -> Journal -> Telkomnika -> 2014 -> Vol 12, No 1: March
An Analytical Expression for k-connectivity of Wireless Ad Hoc Networks
An Analytical Expression for k-connectivity of Wireless Ad Hoc Networks
Journal from gdlhub / 2016-11-12 03:24:33Oleh : Nagesh kallollu Narayanaswamy, Satyanarayana D, M.N Giri Prasad, Telkomnika
Dibuat : 2014-03-01, dengan 1 file
Keyword : Log Normal Fading, Rayleigh Fading, Nakagami Fading, K-connectivity, Ad hoc network
Url : http://journal.uad.ac.id/index.php/TELKOMNIKA/article/view/26
Over the last few years coverage and connectivity of wireless ad hoc networks have fascinated considerable attention. The presented paper analyses and investigates the issues of k-connectivity probability and its robustness in wireless ad hoc-network while considering fading techniques like lognormal fading, Rayleigh fading, and nakagami fading in the ad hoc communication environment, by means of shadowing and fading phenomenon. In case of k-connected wireless sensor network (WSNs), this technique permits the routing of data packets or messages via individual (one or more) of minimum k node disjoint communication paths, but the other remaining paths can also be used. The major contribution of the paper is mathematical expressions for k-connectivity probability.
Over the last few years coverage and connectivity of wireless ad hoc networks have fascinated considerable attention. The presented paper analyses and investigates the issues of k-connectivity probability and its robustness in wireless ad hoc-network while considering fading techniques like lognormal fading, Rayleigh fading, and nakagami fading in the ad hoc communication environment, by means of shadowing and fading phenomenon. In case of k-connected wireless sensor network (WSNs), this technique permits the routing of data packets or messages via individual (one or more) of minimum k node disjoint communication paths, but the other remaining paths can also be used. The major contribution of the paper is mathematical expressions for k-connectivity probability.
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