Mobile radio propagation path loss prediction using Artificial Neural Networks with optimal input information for urban environments

https://doi.org/10.1016/j.aeue.2015.06.014Get rights and content

Abstract

The propagation of radio waves in a built-up area is of great importance for the design of a mobile communication network and the Path Loss (PL) of the transmitted power is one of the characteristic parameters of the space channels. Traditional methods applied for the estimation of the PL are theoretical and empirical models proposed and well known in the literature. The Artificial Neural Network (ANN) methodology has been introduced as an alternative method for the PL prediction and has been proved effective in finding, via a stochastic evolutionary procedure, the influence of the configuration of the built up urban environment to the signal attenuation during its propagation through it. In most of the ANNs applied for this purpose general parameters, as the mean values of geometrical characteristics of roads and built blocks are used. In this paper the research has focused on the synthesis of ANNs which could obtain PL prediction of sufficient accuracy, using small amount but of proper kind input data. Analytical results are presented, which compared with respective ones received via theoretical methods, prove that the proposed ANNs technique with the optimal input information, is effective in estimating the power PL of the transmitted signals.

Introduction

The prediction of radiowave propagation in a wireless communication environment, as in every type of radio access technology, is crucial for the planning of a mobile network being the physical layer of its operation. It is also a difficult task for several physical mechanisms, as the reflection, the diffraction and generally the scattering of the waves as well as the multipath phenomenon contribute to the transmission of the signal power. Taking into account the continuous movement of the users, the profile of the radio channel changes in real time and the parameters of the propagation process become random variables. The quantities, the values of which, have to be predicted are (a) the reduction of the mean power level of the signal versus the distance from the transmitter (Trx), termed as the ‘large scale’ attenuation and known as Path Loss (PL) prediction and (b) the usual rapid variation of the signal power inside a small area around any point of the path, known as ‘small scale’ variation. What makes, the a priori estimation of both type transmission characteristics, be complicated, is that the propagation occurs in random manmade environment. So, the synthesis of a global model suitable for every built-up area profile, is very difficult. For all that, several PL prediction models have been proposed in the literature. These models, used extensively in communication network planning and signal interference studies, can broadly be classified [1], [2], [3], [4], [5], [6], [7], [8], [9] as (a) empirical and (b) deterministic. The models of the former class are easier to implement and require less computational effort but are less sensitive to the environment's physical and geometrical configuration. Those of the latter category have a certain physical basis and are more accurate but at the cost of more computation effort and the necessity of more detailed information about the coverage area. All the aforementioned methods, being flexible and reliable tools for the PL estimation, can effectively replace the realization of measurements, an also efficient process, which, however requires the installation of a complete system of suitable equipment.

The work at hand proposes Artificial Neural Network (ANN) models for the PL prediction in urban environments. The ANN technique has been introduced in several articles of the literature, for the solution of this problem [10], [11], [12], [13], [14], [15], [16], [17], [18], [19]. The majority of these works use, as input to the ANNs, information which concern general parameters of the manmade terrain as, the mean road width, the mean height and length of built blocks, the percentage coverage of the built area, etc. These formulations lead to easy to handle simple ANNs, because small amount and easy to be gathered input information is required. However this kind of data give to the ANNs, substantially very little information for the relief of the environment and lead inevitably to results of decreased accuracy for points at which the built-up characteristics diverge significantly from their mean values over the entire area. On the other hand there have been proposed ANN techniques of large ANNs [16], which use detailed information for the environment thus obtaining accurate prediction but at the cost of the requirement of a large amount of information data to be selected for the area under consideration. The present work focuses on finding the appropriate kind and amount of input information in a way that, on the one hand this information to include details for the terrain of the environment and on the other hand the amount of data given to the ANNs, namely the number of its input nodes, to be small. The research was made at 900 MHz and the pre-condition in finding these optimal input data, was the ensuring, as far as possible, of the accuracy of the prediction

Section snippets

The ANN architecture and training

The idea to employ ANN algorithms for the solution of a problem is based on the general ability of these stochastic and evolutionary procedures, to find out the relationship among the physical parameters of the problem and the results coming from it, even if the physical procedure which relates them is complicated. So, in the case of PL estimation, a properly designed ANN, trained with information data for the build-up area of the communication network, would be capable of finding the relation

The synthesized ANNs and their performance

As discussed in Section 1, when employing the ANN algorithms for the PL prediction, the crucial parameters for accurate results, are the suitable information of the environment as well as the proper ANN structure. Thus the present work has focused on finding the appropriate kind and amount of input information in a way that two requirements to be matched: (a) this information to include details for the man-made terrain of the coverage area and (b) small amount of data to be given to the ANN,

General conclusions

The aim of the work was to develop an alternative technique based on ANNs algorithms for the prediction of signal path loss in mobile communication environments.

The ANN technique has been proposed by several article of the literature for the solution of the specific problem. In the work at hand a new approach to the solution of the problem of PL prediction was attempted and it was proved successful. The concept was to find out the optimal kind of input to ANNs information, or the suitable

Acknowledgments

This research has been co-financed by the European Union (European Social Fund – ESF) and Greek national funds through the Operational Program “Education and Lifelong Learning” of the National Strategic Reference Framework (NSRF) – Research Funding Program: THALES: Reinforcement of the interdisciplinary and/or inter-institutional research and innovation (MIS 379489)

References (20)

  • A. Neskovic et al.

    Microcell electric fieldstrength prediction model based upon artificial neural networks

    Int J Electron Commun (AEÜ)

    (2010)
  • F.D. Alotaibi et al.

    A robust prediction model using ANFIS based on recent TETRA outdoor RF measurements conducted in Riyadh city – Saudi Arabia

    Int J Electron Commun (AEÜ)

    (2008)
  • T.K.Z. Sarkar et al.

    A survey of various propagation models for mobilie communication

    IEEE Antennas Propag Mag

    (2003)
  • M. Hata

    Empirical formula for propagation loss in land mobile radio service

    IEEE Trans Veh Technol

    (1980)
  • C. Phillips et al.

    A survey of wireless path loss prediction and coverage mapping methods

    IEEE Commun Surv Tutor

    (2013)
  • S.R. Saunders et al.

    Explicit multiple bulding diffraction attemuation function for mobile radio wave propagation

    Electron Lett

    (1991)
  • S.R. Saunders et al.

    Prediction of mobile radio wave propagation over buildings of irregular heights and spacings

    IEEE Trans Antennas Propag

    (1994)
  • J. Walfisch et al.

    A theoretical model for UHF propagation in urban environments

    IEEE Trans Antennnas Propag

    (1988)
  • K.T. Herring et al.

    Path-loss characteristics of urban wireless channels

    IEEE Trans Antennas Propag

    (2010)
  • D. Erricolo et al.

    Propagation path loss – a comparison between Ray-tracing approach and empirical models

    IEEE Trans Antennas Propag

    (2002)
There are more references available in the full text version of this article.

Cited by (47)

  • Using 2W-PE method based on machine learning to accurately predict field strength distribution in flat-top obstacle environment

    2022, AEU - International Journal of Electronics and Communications
    Citation Excerpt :

    Machine learning is currently widely-used, which can find the rules between feature parameters and target results based on a large number of data sets, so it is often used for field strength prediction and target recognition. In the field of radio wave propagation calculation, machine learning can overcome the shortcomings of the original empirical model and deterministic model, and has been proven to have superior performance in path loss calculation and can greatly improve calculation efficiency [13–16]. However, because the entire prediction model is established based on determined environment parameters, it is possible that the final prediction model cannot adapt to all propagation scenarios, resulting in a decrease in accuracy.

  • Deep learning for radio propagation: Using image-driven regression to estimate path loss in urban areas

    2020, ICT Express
    Citation Excerpt :

    The work at hand proposes a framework which devolves the task of feature extraction to the Deep Learning model. Instead of calculating various quantities which characterize the manmade terrain and the radio link [8,9] (such as the number of buildings which are intersected by the Line of Sight path between the transmitter and the receiver), one should only provide the coordinates and the heights of the buildings in the area under consideration. This information can then easily be used to create a map, where the color of the buildings corresponds to their heights: the taller the building, the darker its color.

View all citing articles on Scopus
View full text