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Background:

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M signals, N dimensions. AWGN. Eb/N0 ratio of bit energy to noise power spectral density ... 3-D Pyramid. 4-ary Biorthogonal. MPSK, M=2. Conclusions: ... – PowerPoint PPT presentation

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Title: Background:


1
  • Background
  • MFSK (M-ary Frequency Shift Keying)
  • Signal space has N mutually orthogonal axes
  • M signals, N dimensions
  • AWGN
  • Eb/N0 ratio of bit energy to noise power
    spectral density
  • Normalized SNR
  • Eb S Tb
  • N0 N / W
  • R/W - data rate / bandwidth (bandwidth
    efficiency)
  • Coherent vs. Noncoherent Detection
  • Coherent phase reference
  • Noncoherent no phase reference
  • Different measures of R/W

Multi-Dimensional Signal Analysis
Rebekah Moore Clemson University Advisor Dr.
John Komo SURE 2005
  • Summary of Results

M Dims. Shape R/W R/W Eb/N0
4 3 Pyramid 1 8.64 dB
8 3 Multi-pyramid 3/2 9.645 dB
8 3 Cube 3/2 9.588 dB
8 3 Skewed cube 3/2 9.369 dB
8 4 Biorthogonal 6/5 3/2 8.301 dB
8 4 Sphere 6/5 3/2 9.008 dB
8 8 Orthogonal 2/3 3/4 8.418 dB
16 4 4-D Cube 8/5 2 9.588 dB
16 4 4-D Skewed cube 8/5 2 9.195 dB
  • Correlation Receiver for Three-Dimensional
    Tetrahedron

Select largest signal
  • Bandwidth-Efficiency Plane
  • Four-Dimensional Example


Signal set for a 4-dimensional cube (hypercube).
  • References
  • Sklar, Bernard. Digital Communications
    Fundamentals and Applications. Prentice Hall,
    PTR, 2nd Edition. 2001.
  • Acknowledgements
  • Dr. John Komo
  • Dr. Daniel Noneaker
  • Dr. Xiao-Bang Xu
  • NSF
  • Conclusions
  • 4-dimensional signal sets decrease Eb/N0 for a
    fixed R/W
  • Bandwidth efficiency improves with coherent
    detection
  • Coherent W (N1)/(2log2M)
  • Noncoherent W N/(log2M)
  • Use of sin and cos increases R/W

Signal set for a 4-dimensional skewed cube.
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