DocumentCode
877972
Title
Nonlinear multi-h phase codes for CPFSK signaling
Author
Mao, Rongqiang ; Fonseka, John P.
Author_Institution
Eng. Dept., Ericsson Radio Systems, Richardson, TX, USA
Volume
43
Issue
8
fYear
1995
fDate
8/1/1995 12:00:00 AM
Firstpage
2350
Lastpage
2359
Abstract
Two novel trellis-coding techniques, called nonlinear multi-h signaling and nonlinear asymmetrical multi-h signaling, which achieve higher constraint length than ordinary multi-h signals, are introduced with CPFSK signals. In contrast to ordinary multi-h signaling where the modulation index is changed at the end of every symbol interval, nonlinear multi-h signals are constructed by changing the modulation index based on the previous symbol, and the current symbol interval. A class of nonlinear asymmetrical multi-h signals, which change the modulation index based on the current symbol too, is then constructed by extending nonlinear multi-h signals and combining them with asymmetrical multi-h signals. Binary full-response nonlinear multi-h and nonlinear asymmetrical multi-h CPFSK signals are constructed and analyzed. Minimum Euclidean distances and spectral properties of these signals are calculated at different phase states and various selected modulation index patterns. Numerical results indicate that nonlinear multi-h and nonlinear asymmetrical multi-h signals achieve significantly higher distance than other existing multi-h formats reported in the literature
Keywords
frequency shift keying; spectral analysis; telecommunication signalling; trellis coded modulation; CPFSK signaling; asymmetrical multi-h signaling; constraint length; minimum Euclidean distances; modulation index; nonlinear multi-h phase code; phase states; spectral properties; trellis-coding; AWGN; Communication system signaling; Digital modulation; Error analysis; Euclidean distance; Frequency; Merging; Phase modulation; Signal analysis; Signal to noise ratio;
fLanguage
English
Journal_Title
Communications, IEEE Transactions on
Publisher
ieee
ISSN
0090-6778
Type
jour
DOI
10.1109/26.403768
Filename
403768
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