Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK

In this paper is presented how to calculate the probability of error per symbol of M-ary non-coherent frequency modulation (M-ary Frequency Shift Keying, MFSK) over a slow, flat, identically independently distributed Rician fading channels. SEP is calculated by technique with maximal ratio combining...

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Main Authors: Mitić Dragan S., Lebl Aleksandar V., Rajković Radoslav Z.
Format: Article
Language:English
Published: Savez inženjera i tehničara Srbije 2014-01-01
Series:Tehnika
Subjects:
Online Access:http://scindeks-clanci.ceon.rs/data/pdf/0040-2176/2014/0040-21761402267M.pdf
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spelling doaj-81ca8bccf6954e57b8840327f83bda3e2020-11-24T23:28:57ZengSavez inženjera i tehničara SrbijeTehnika0040-21762560-30862014-01-0169226727410.5937/tehnika1402267M0040-21761402267MCalculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSKMitić Dragan S.0Lebl Aleksandar V.1Rajković Radoslav Z.2IRITEL Institute, Belgrade, Belgrade, SerbiaIRITEL Institute, Belgrade, Belgrade, SerbiaUniversity of Belgrade, Faculty of Mechanical Engineering, Belgrade, SerbiaIn this paper is presented how to calculate the probability of error per symbol of M-ary non-coherent frequency modulation (M-ary Frequency Shift Keying, MFSK) over a slow, flat, identically independently distributed Rician fading channels. SEP is calculated by technique with maximal ratio combining diverzity, using the moment generating function. We assume that the information is known on the receiving side of the channel. Probabilities of error per symbol for the modulation technique are plotted for different values of Rician factor K, diverzity order N and modulation order M.http://scindeks-clanci.ceon.rs/data/pdf/0040-2176/2014/0040-21761402267M.pdfMFSK (M-ary Frequency Shift Keying)MRC (Maximal Ratio Combining)MGF (Moment Generating Function)SEP (Symbol Error Probability)
collection DOAJ
language English
format Article
sources DOAJ
author Mitić Dragan S.
Lebl Aleksandar V.
Rajković Radoslav Z.
spellingShingle Mitić Dragan S.
Lebl Aleksandar V.
Rajković Radoslav Z.
Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK
Tehnika
MFSK (M-ary Frequency Shift Keying)
MRC (Maximal Ratio Combining)
MGF (Moment Generating Function)
SEP (Symbol Error Probability)
author_facet Mitić Dragan S.
Lebl Aleksandar V.
Rajković Radoslav Z.
author_sort Mitić Dragan S.
title Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK
title_short Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK
title_full Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK
title_fullStr Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK
title_full_unstemmed Calculating the probability of error per symbol on the basis of MGF method using Rician fading for MFSK
title_sort calculating the probability of error per symbol on the basis of mgf method using rician fading for mfsk
publisher Savez inženjera i tehničara Srbije
series Tehnika
issn 0040-2176
2560-3086
publishDate 2014-01-01
description In this paper is presented how to calculate the probability of error per symbol of M-ary non-coherent frequency modulation (M-ary Frequency Shift Keying, MFSK) over a slow, flat, identically independently distributed Rician fading channels. SEP is calculated by technique with maximal ratio combining diverzity, using the moment generating function. We assume that the information is known on the receiving side of the channel. Probabilities of error per symbol for the modulation technique are plotted for different values of Rician factor K, diverzity order N and modulation order M.
topic MFSK (M-ary Frequency Shift Keying)
MRC (Maximal Ratio Combining)
MGF (Moment Generating Function)
SEP (Symbol Error Probability)
url http://scindeks-clanci.ceon.rs/data/pdf/0040-2176/2014/0040-21761402267M.pdf
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