Events6th International Electronic Conference on Sensors and Applications
Published
This submission belongs to the session C. Sensor Networks of the event 6th International Electronic Conference on Sensors and Applications
Published date
14 Nov, 2019
Citation
Fabio Cocchi da Silva Eiras, Wagner Luiz Zucchi, A Statistical Method for Area Coverage Estimation and Loss Probability Analysis on Mobile Sensor Networks , in Proceedings of 6th International Electronic Conference on Sensors and Applications, 15 November–30 November 2019, MDPI: Basel, Switzerland, doi: 10.3390/ecsa-6-06531
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A Statistical Method for Area Coverage Estimation and Loss Probability Analysis on Mobile Sensor Networks

Wagner Luiz Zucchi 1
1. University of São Paulo - Escola Politécnica
Abstract

Sensor networks are formed by fixed or mobile sensor nodes and their functions are to capture the events that occur within a certain area and then relay to a central node. Normally sensor nodes are not able to transmit or receive information over long distances due to the need to use less energy and thus extend their useful life. Therefore, the number of sensor nodes in a given area directly influences the coverage of this area and the ability of information to be relayed by several sensors to the central node. If there are many missed messages the application will have its performance compromised. In this paper we used a statistical method-based on Monte Carlo approach to estimate the probability of message loss and area coverage. The position and proper motion of the sensors are randomly chosen and from that we estimate how many nodes can communicate with the central node directly or through another sensor working as relay. The free variables in our analysis are node density, node displacement velocity and sensor quantity. The results obtained are compared analytically with simple cases in order to validate the results obtained by the simulations performed.

Keywords
Sensor Networks
Computer Communication Network
Mobile Ad-Hoc Network
Wireless Sensor Networks Coverage
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