Mitigation of the ground reflection effect in real-time locating systems based on wireless sensor networks by using artificial neural networks

被引:0
作者
Juan F. De Paz
Dante I. Tapia
Ricardo S. Alonso
Cristian I. Pinzón
Javier Bajo
Juan M. Corchado
机构
[1] University of Salamanca,Department of Computer Science and Automation, Faculty of Computer Sciences
[2] Pontifical University of Salamanca,Faculty of Computer Sciences
来源
Knowledge and Information Systems | 2013年 / 34卷
关键词
Wireless sensor networks; Real-time location systems; Artificial neural networks; Ground reflection effect;
D O I
暂无
中图分类号
学科分类号
摘要
Wireless sensor networks (WSNs) have become much more relevant in recent years, mainly because they can be used in a wide diversity of applications. Real-time locating systems (RTLSs) are one of the most promising applications based on WSNs and represent a currently growing market. Specifically, WSNs are an ideal alternative to develop RTLSs aimed at indoor environments where existing global navigation satellite systems, such as the global positioning system, do not work correctly due to the blockage of the satellite signals. However, accuracy in indoor RTLSs is still a problem requiring novel solutions. One of the main challenges is to deal with the problems that arise from the effects of the propagation of radiofrequency waves, such as attenuation, diffraction, reflection and scattering. These effects can lead to other undesired problems, such as multipath. When the ground is responsible for wave reflections, multipath can be modeled as the ground reflection effect. This paper presents an innovative mathematical model for improving the accuracy of RTLSs, focusing on the mitigation of the ground reflection effect by using multilayer perceptron artificial neural networks.
引用
收藏
页码:193 / 217
页数:24
相关论文
共 56 条
  • [1] Anand P(2009)Modeling and optimization of a pharmaceutical formulation system using radial basis function network Int J Neural Syst 19 127-136
  • [2] Siva Prasad BV(2002)Lagrange interpolation on conics and cubics Comput Aided Geom Des 19 313-326
  • [3] Venkateswarlu Ch(2011)Energy conservation in wireless sensor networks: a rule-based approach Knowl Inf Syst 28 579-614
  • [4] Carnicer JM(1993)Clustered Boltzmann Machines: Massively parallel architectures for constrained optimization problems Parallel Comput 19 163-175
  • [5] García-Esnaola M(1999)Applications of artificial neural networks in energy systems: a review Energy Convers Manag 40 1073-1087
  • [6] Chong SK(1994)Computational aspects of Kolmogorov’s superposition theorem Neural Netw 7 455-461
  • [7] Gaber MM(2011)Improving SVM classification on imbalanced time series data sets with ghost points Knowl Inf Syst 28 1-23
  • [8] Krishnaswamy S(2009)A reference model for customer-centric data mining with support vector machines Eur J Oper Res 199 520-530
  • [9] Loke SW(2009)Support vector machines and its applications in chemistry Chemom Intell Lab Syst 95 188-198
  • [10] De Gloria A(2006)Some researches on trivariate Lagrange interpolation J Comput Appl Math 195 192-205