Abstract
Type-II Hybrid-ARQ (Type-II HARQ) has been shown, under certain circumstances, to increase the efficiency and reduce loss of data transmissions over a wireless channel. However, it is difficult to predict how it will perform when transmission symbol errors are correlated. We present a computationally efficient approach to the performance evaluation of packet transmissions over a wireless link employing Type-II HARQ error mitigation when the physical channel is subject to correlated transmission symbol errors. This provides a tool for static or online optimization of system parameters. We present numerical results for a wide range of channel statistics, illustrating the effect of bit error correlation, bit error rate, and block size on packet latency and loss rate.
Similar content being viewed by others
References
S. Lin and P.S. Yu, A hybrid ARQ scheme with parity retransmission for error control of satellite channels, IEEE Transactions on Communications 30(7) (1982) 1701-1719.
J. Hagenauer, Rate-compatible punctured convolutional codes (RCPC codes) and their applications, IEEE Transactions on Communications 36(4) (1988) 389-400.
S. Kallel, Complementary punctured convolutional (CPC) codes and their applications, IEEE Transactions on Communications 43(6) (1995) 2005-2009.
S.B. Wicker and M.J. Bartz, Type-II Hybrid-ARQ protocols using punctured MDS codes, IEEE Transactions on Communications 42(2/3/4) (1994) 1431-1440.
Y.J. Cho and C.K. Un, Performance analysis of ARQ error controls under Markovian block error pattern, IEEE Transactions on Communications 42(2/3/4) (1994) 2051-2061.
D.L. Lu and J.F. Chang, Performance of ARQ protocols in nonindependent channel errors, IEEE Transactions on Communications 41(5) (1993) 721-729.
E. Malkamäki and H. Leib, Performance of truncated Type-II hybrid ARQ schemes with noise feedback over block fading channels, IEEE Transactions on Communications 48(9) (2000).
Q. Zhang, T.F. Wong and J.S. Lehnert, Performance of a Type-II hybrid ARQ protocol is slotted DS-SSMA packet radio systems, IEEE Transactions on Communications 47(2) (1999) 281-290.
R. Mukhtar, M. Zukerman and F. Cameron, Packet latency for type-II hybrid ARQ transmissions over a correlated error channel, in: Proc. of European Wireless 2002, Next Generation Wireless Networks: Technologies, Protocols, Services and Applications, Florence, Italy, Vol. 1 (February 2002) pp. 107-113.
D. Chase, Code combining — a maximum-likelihood decoding approach for combining an arbitrary number of noisy packets, IEEE Transactions on Communications 33(5) (1985) 385-393.
D.M. Mandelbaum, An adaptive-feedback coding scheme using incremental redundancy, IEEE Transactions on Information Theory (1974) 388-389.
D.M. Mandelbaum, On decoding of Reed-Solomon codes, IEEE Transactions on Information Theory 17(6) (1971) 707-712.
K.A. Witzke and C. Leaung, A comparison of some error detecting CRC code standards, IEEE Transactions on Communications 33(9) (1985) 996-998.
E.N. Gilbert, Capacity of a burst noise channel, Bell Systems Technical Journal (September 1960) 1253-1265.
J.R. Yee and E.J. Weldon, Evaluation of the performance of error-correcting codes on a Gilbert channel, IEEE Transactions on Communications 43(8) (1995) 2316-2323.
W. Turin, Digital Transmission Systems: Performance Analysis and Modeling (McGraw-Hill, New York, 1998).
R. Mukhtar and S. Hanly, A model for TCP behaviour over cellular radio channels with link layer error recovery, in: Proc. of IEEE Globecom 2001, San Antonio, TX (2001) pp. 1776-1780.
G. Latouche and V. Ramaswami, Introduction to Matrix Analytic Methods in Stochastic Modeling, ASA-SIAM Series on Statistics and Applied Probability (SIAM, Philadelphia, PA, 1999).
Author information
Authors and Affiliations
Rights and permissions
About this article
Cite this article
Mukhtar, R., Hanly, S., Zukerman, M. et al. A Model for the Performance Evaluation of Packet Transmissions Using Type-II Hybrid ARQ over a Correlated Error Channel. Wireless Networks 10, 7–16 (2004). https://doi.org/10.1023/A:1026232612017
Issue Date:
DOI: https://doi.org/10.1023/A:1026232612017