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Rateless Codes for Fading Channels
Author: BaiBo
Tutor: BaiBaoMing
School: Xi'an University of Electronic Science and Technology
Course: Communication and Information System
Keywords: Fountain codes LDPC codes RA codes Joint limit Rayleigh fading channel
CLC: TN911.22
Type: Master's thesis
Year: 2011
Downloads: 81
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Abstract
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Traditional channel coding with a fixed bit rate , while the fountain codes to break this constraint , by any number of encoded symbols are continuously generated at the transmitting end , to achieve a bit rate coding method . The fountain codes without bitrate characteristics to enable it under conditions of the unknown channel status information of the transmitting side , according to the channel status adaptively adjusted rate, thereby improving the effectiveness of the transmission of information . The successful application of fountain codes and delete the channel , considering its extension to more general channels go . This paper studies a class designed for AWGN channel bit rate error-correcting codes --- Kite code , and improved on the basis of the code , a new class of bitrate code --- semi-random Kite (SR-Kite) codes . Randomly generates a parity check matrix of the original plain add some simple constraint , SR-Kite code can to a certain extent to reduce the error floor . This paper studies the performance of SR-Kite codes in AWGN and independent Rayleigh fading channels , and describes the design of a simulation - based greedy optimization algorithm to optimize the code . SR-Kite code weight enumeration function also deduced , and the use of joint limit the analysis of the code of the maximum likelihood decoding performance . In addition, the article also examines the performance of SR-Kite codes in combination with high-order modulation independent Rayleigh fading channels . Unlike conventional coded modulation schemes , the SR - of Kite code without bitrate characteristics, so when combined with higher order modulation can achieve a continuous change of the spectral efficiency within a certain range .
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CLC: > Industrial Technology > Radio electronics, telecommunications technology > Communicate > Communication theory > Information Theory > Channel coding theory
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