Performance assessment of orthogonal space‐time block codes in Nakagami‐m/inverse Gaussian fading MIMO channels

This paper evaluates the performance of multiple‐input multiple‐output systems with orthogonal space‐time block code transmit diversity technique experiencing over G composite fading channels. Particularly, closed form expressions for ergodic capacity, average symbol error rate and outage probabilit...

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Bibliographic Details
Published in:IET communications 2021-07, Vol.15 (11), p.1518-1529
Main Authors: Pradhan, Bibhuti Bhusan, Roy, Lakshi Prosad, Mahapatra, Dheeren Ku
Format: Article
Language:English
Subjects:
Accuracy
Approximation
Block codes
Channels
Codes
Communication
Error analysis
Error statistics (inc. error probability)
Exact solutions
Fading
Mathematical analysis
Monte Carlo methods
Performance assessment
Performance evaluation
Probability density functions
Probability distribution functions
Radio links and equipment
Random variables
Reliability
Spacetime
Statistical analysis
Time measurement
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Summary:This paper evaluates the performance of multiple‐input multiple‐output systems with orthogonal space‐time block code transmit diversity technique experiencing over G composite fading channels. Particularly, closed form expressions for ergodic capacity, average symbol error rate and outage probability are presented in high SNR regime. The ergodic capacity of multiple‐input multiple‐output systems with orthogonal space‐time block code is also measured in low signal‐to noise ratio regime. Other essential statistical properties such as variance and probability density function of capacity are also explored for comprehensive analysis. Compared to the exact expressions, the derived analytical formulations are found to be involved with considerably less mathematical exercise and provide additional insights into the implications of model parameters on system performance. The accuracy of G distribution in approximating Nakagami‐m/lognormal over several realistic scenario are examined and simultaneously the efficiency of distribution is compared with that of Nakagami‐m/Gamma distribution. The obtained analytical expressions are corroborated using Monte‐Carlo simulations where it is observed that the approximated results remain notably tight in asymptotically high signal‐to noise ratio regime.
ISSN:1751-8628
1751-8636
DOI:10.1049/cmu2.12166