JOURNAL ARTICLE

M-ary NCFSK with S+N selection combining in Rician fading

Sasan HaghaniNorman C. Beaulieu

Year: 2006 Journal:   IEEE Transactions on Communications Vol: 54 (3)Pages: 491-498   Publisher: IEEE Communications Society

Abstract

The performances of general M-ary and binary orthogonal noncoherent frequency-shift keying signal-plus-noise (S+N) receiver structures in slow, flat Rician fading channels are examined. The fading on the diversity branches is assumed to be independent, but not necessarily identically distributed. For each receiver, a symbol-error probability expression is derived as a single integral with finite integration limits. Extensive Monte Carlo simulation results are presented to validate the analytical expressions. The results indicate that, unlike previously published results, the performance of S+N selection combining (SC) is not always superior to that of classical SC in fading and is dependent on the value of the signal-to-noise ratio (SNR), the modulation order, the diversity order, the multipath intensity profile, and the fading parameter. It is further shown that increasing the number of diversity branches in a S+N SC receiver does not necessarily decrease the probability of error if the system is operating in the low-SNR region. The performances of S+N SC schemes are also compared with the performances of equal-gain combining and square-law combining receivers.

Keywords:
Rician fading Fading Fading distribution Multipath propagation Algorithm Diversity combining Independent and identically distributed random variables Mathematics Phase-shift keying Signal-to-noise ratio (imaging) Bit error rate Electronic engineering Telecommunications Statistics Computer science Rayleigh fading Engineering Random variable Decoding methods Estimator

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Citation History

Topics

Advanced Wireless Communication Techniques
Physical Sciences →  Engineering →  Electrical and Electronic Engineering
Wireless Communication Networks Research
Physical Sciences →  Computer Science →  Computer Networks and Communications
Cooperative Communication and Network Coding
Physical Sciences →  Computer Science →  Computer Networks and Communications

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