Construction of Higher-Level 3-D Signal Constellations and Their Accurate Symbol Error Probabilities in AWGN

Citations

WEB OF SCIENCE

25
Citations

SCOPUS

27

초록

A simple and straightforward method of constructing higher-level three-dimensional (3-D) signal constellations for a reliable digital communication system is proposed in this paper. The new method expands basic 8-ary constellation into 3-D signal space systematically so that it produces lattice configurations. We also derive accurate closed-form symbol error probability (SEP) of cross-lattice constellations in additive white Gaussian noise (AWGN). It is verified that the theoretical SEPs are almost the same as simulation results. Minimum Euclidean distance (MED) of the higher-level 3-D constellations is increased at least 49% in comparison with quadrature amplitude modulation (QAM). When the number of symbols is 256, the 3-D constellation has around 105% longer MED than the 2-D QAM. Due to increase in MED, the 3-D constellations have much improved error performance compared to the QAM configurations. It is, therefore, considered that the higher-level 3-D constellations are appropriate for high-quality digital communications.

키워드

Digital communications; minimum Euclidean distance; quadrature amplitude modulation; symbol error probability; 3-D signal constellation; LDPC-CODED MODULATION; WAVELENGTH TRANSMISSION; CHANNELS
제목
Construction of Higher-Level 3-D Signal Constellations and Their Accurate Symbol Error Probabilities in AWGN
저자
Kang, Seog Geun; Chen, Zhenxing; Kim, Ju Yeong; Bae, Jin Sub; Lim, Jong-Soo
DOI
10.1109/TSP.2011.2165062
발행일
2011-12
유형
Article
저널명
IEEE Transactions on Signal Processing
권
59
호
12
페이지
6267 ~ 6272