DocumentCode
811377
Title
A statistical model for the factory radio channel
Author
Yegani, Parviz ; McGillem, Clare D.
Author_Institution
IBM Networking Syst., Research Triangle Park, NC, USA
Volume
39
Issue
10
fYear
1991
fDate
10/1/1991 12:00:00 AM
Firstpage
1445
Lastpage
1454
Abstract
A statistical model, based on experimental data, is presented to characterize the multipath propagation medium in typical manufacturing environments. The statistical behavior of the medium is described by a time-varying impulse response which includes the distribution of the parameters of the channel such as the gain, the interarrival time, and the number of paths. The resolvable components in a number of experimentally measured pulse responses of indoor factory radio channels were used to estimate the channel statistics. The interarrival times of the signals were modeled by the Weibull distribution. A model for the distribution of signals was presented using the modified beta distribution. The path gain coefficients were represented using the Rayleigh, Rician, or log-normal distributions. The model for the factory channel is flexible enough to fit the data for other indoor sites by changing the parameters of the factory channel appropriately relative to the size, topography, and other structural features of the site
Keywords
fading; radiocommunication; radiowave propagation; statistical analysis; telecommunication channels; Rayleigh fading; Rician fading; Weibull distribution; channel statistics; indoor factory; interarrival times; log-normal distributions; manufacturing environments; modified beta distribution; multipath propagation medium; path gain coefficients; radio channel; statistical model; time-varying impulse response; Distribution functions; Fading; Intelligent networks; Light scattering; Production facilities; Pulse measurements; Rayleigh scattering; Statistical distributions; Statistics; Virtual manufacturing;
fLanguage
English
Journal_Title
Communications, IEEE Transactions on
Publisher
ieee
ISSN
0090-6778
Type
jour
DOI
10.1109/26.103039
Filename
103039
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