Signal Modulation Method Based on Weighted Fractional Fourier Transform and Energy Spread Transform
A technology of fractional Fourier transform and energy expansion, which is applied in the field of signal modulation based on weighted fractional Fourier transform and energy expansion transform, which can solve the problem of poor anti-intercept effect
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specific Embodiment approach 1
[0038] Specific embodiment 1: The signal modulation method based on weighted fractional Fourier transform and energy expansion transform in this embodiment includes:
[0039] 1. Construct an energy expansion transformation matrix, and perform energy expansion transformation on a source information symbol sequence s of length N;
[0040] In the step 1, performing energy expansion transformation on a source information symbol sequence s with a length of N is specifically:
[0041] According to the principle of energy expansion transformation, the energy expansion transformation of a source information symbol sequence s of length N can be expressed as:
[0042] x=Es=P μ U μ P μ-1 U μ-1 …P 1 U 1 s, (1)
[0043] where E=P μ U μ …P 1 U 1 represents the energy expansion transformation matrix, P l represents a pseudorandom permutation matrix, where l=1,...,μ,U l represents a normalized orthogonal matrix;
[0044] Based on the construction principle of the traditional ene...
specific Embodiment approach 2
[0063] Embodiment 2: The difference between this embodiment and Embodiment 1 is that the energy spreading, transformation and modulation of the source information symbol sequence s in the second step is specifically:
[0064] (1) First, do α for the source information symbol sequence s 1 order of WFRFT;
[0065] (2) Then the obtained sequence is permuted according to the pseudo-random matrix P 1 Do random interleaving;
[0066] (3) Do the second-level α on the interleaved sequence 2 Order WFRFT, for the resulting sequence according to the pseudo-random permutation matrix P 2 Do random interleaving processing; and so on, until the μ-th stage of WFRFT and interleaving processing is completed, the modulated sequence x is obtained; wherein the transformation order α of each stage of WFRFT l (1≤l≤μ) and the structure of the pseudo-random interleaver is controlled by the sender to change periodically over time.
[0067] Other steps and parameters are the same as in the first em...
specific Embodiment approach 3
[0068] Embodiment 3: The difference between this embodiment and Embodiment 1 or 2 is that: in step 3, the signal receiving end performs inverse energy expansion transformation on the signal to be demodulated y to realize the demodulation process to restore the estimated value of the source information symbol sequence s Specifically:
[0069] (1) The modulated sequence x is sent after digital / analog conversion and up-conversion to high frequency, and reaches the receiving end through the channel. After processing, the signal y to be demodulated is obtained;
[0070] (2) The receiving end of the communication system knows that the transformation order of each stage of WFRFT at the transmitting end and the structure of the pseudo-random interleaver change with time, and the receiving end also knows the change period, so it can be reversed by energy expansion such as formula (3). The transformation process obtains an estimate of the source information symbol sequence s
[007...
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