Recently, unattended near ground sensor networks are attracting increasing attention for many applications due to their ability to monitor various physical parameters such as temperature, pressure, etc. Deployment of wireless sensor networks in urban environments is one of the foundations of the smart city concept, allowing transfer of huge amounts of data between users. The knowledge of the path loss between proximate sensor nodes is crucial for designing the network architecture and for evaluating its performance. In this paper we focus on deployment of unattended wireless sensors in a suburban environment, where multipath and shadowing phenomena are dominant. We investigate the propagation channel by the Shooting and Bouncing Rays technique, which includes the vector data in a suburban environment. The simulations are validated by field measurements using a 2.4 GHz IEEE 802.15.4 ZigBee RF transceiver. The good agreement found between ray-tracing simulations and field measurements, allows us to develop a pathloss log-distance statistical channel model. Furthermore, this work enables the evaluation of the nominal distance between the sensors and the possible interferences between adjacent sensor nodes needed for designing the network architecture.
[1]
R.N. Murty,et al.
CitySense: An Urban-Scale Wireless Sensor Network and Testbed
,
2008,
2008 IEEE Conference on Technologies for Homeland Security.
[2]
M. V. Clark,et al.
A new path-gain/delay-spread propagation model for digital cellular channels
,
1997
.
[3]
Eran Greenberg,et al.
Empirical channel model for unattended near ground sensor networks at UHF
,
2014,
The 8th European Conference on Antennas and Propagation (EuCAP 2014).
[4]
Ian F. Akyildiz,et al.
Sensor Networks
,
2002,
Encyclopedia of GIS.
[5]
J. D. Parsons,et al.
The Mobile Radio Propagation Channel
,
1991
.
[6]
Hervé Rivano,et al.
Capillary networks: a novel networking paradigm for urban environments
,
2012,
UrbaNe '12.
[7]
R. Luebbers.
Finite conductivity uniform GTD versus knife edge diffraction in prediction of propagation path loss
,
1984
.
[8]
Derek A. McNamara,et al.
Introduction to the Uniform Geometrical Theory of Diffraction
,
1990
.