Modulating and demodulating method for orthogonal differential chaos phase shift-keying of digital signal
A phase shift keying, digital signal technology, used in digital transmission systems, modulation carrier systems, error prevention and other directions
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[0039] Embodiment: Hilbert transform is used for the selection of orthogonal transformation, and when the number of chaotic samples generated in half a symbol period (T / 2) is L=64, the conditions of M=4 and 8 are respectively adopted for implementation.
[0040] sender
[0041] 1. According to the chaotic signal generated by the chaotic signal generator, use the Hilbert transform to generate two orthogonal bases. In the time [0, T], c x (t) is a chaotic sequence generated by a chaotic generator, and its Fourier expansion can be obtained
[0042]
[0043] is generated by the Hilbert transform
[0044]
[0045] Among them, ω=2π / T, f k is the magnitude of each frequency component after Fourier series expansion, is the phase of each frequency component, E b is the energy of the sample function within one symbol period.
[0046] 2. Generate M different chaotic phase signals according to the two orthogonal bases, such as error! Reference source not found. where M delays ...
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