Paper
3 December 2015 Multi-scale fractal analysis of modulation signals
Bing Li, Shuang-shuang Chen, Jun Dong, Peng-yuan Liu
Author Affiliations +
Proceedings Volume 9794, Sixth International Conference on Electronics and Information Engineering; 979412 (2015) https://doi.org/10.1117/12.2203496
Event: Sixth International Conference on Electronics and Information Engineering, 2015, Dalian, China
Abstract
Automatic modulation classification has become an important issue in various application areas such as civil and military domains. Fractal theory has been widely used for signal analysis and can provide effectiveness features such as fractal dimension for automatic modulation classification. However, most of the signals are not critical self-similar fractals; the traditional single fractal dimension can’t reveal the fractal characteristics of modulation signals. In this work, we explore the capacity of the multi-scale fractal dimensions to represent the complexity of modulation signals. The morphological covering (MC) method is selected to calculate the multi-scale fractal dimensions. Four typical modulation signals, mean the ASK, PSK, FSK and QAM signals, are simulated to evaluate the effectiveness of the presented method. Experimental results demonstrated that the multi-scale fractal dimensions calculated by morphological covering can satisfactorily distinguish the four modulation types. They can be further utilized as features for automatic modulation classification tasks.
© (2015) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Bing Li, Shuang-shuang Chen, Jun Dong, and Peng-yuan Liu "Multi-scale fractal analysis of modulation signals", Proc. SPIE 9794, Sixth International Conference on Electronics and Information Engineering, 979412 (3 December 2015); https://doi.org/10.1117/12.2203496
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KEYWORDS
Fractal analysis

Modulation

Quadrature amplitude modulation

Frequency shift keying

Phase shift keying

Signal analyzers

Amplitude shift keying

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