WVD cross term elimination method based on affine transformation
A technique of affine transformation and cross-term, applied in the field of WVD cross-term elimination based on affine transformation, to achieve the effect of eliminating cross-term
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Embodiment 1
[0057] The cable is an open circuit two-port network. When there is a structural discontinuity defect in the middle of the cable section, the injected Gaussian envelope chirp signal will be reflected back to multiple signal components, and superimposed with the incident wave properties to form two or more signals with different time differences. . The simulation parameters of the reference signal set in this chapter are: pulse width Ts=0.6us; frequency width bs=5MHz; center frequency f0=5MHz; center time t0=5us; sampling rate fs=100MHz; 8.22×1012; the number of simulation points is set to N=2000; the simulation time T=20us; the reference complex signal s(t) can be obtained; then set the cable length l=200m, and obtain the cable end according to the simulation model of a single non-defective cable The returned reflected signal r(t); the real part of the sum of the incident signal and the reflected signal represents the time domain waveform of the signal, such as figure 2 .
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Embodiment 2
[0062] In Example 1, simple coordinate translation is difficult to achieve accurate transformation, because the number of points in the image is limited, and the transformed points are misplaced, such as Figure 7 shown. A misplaced matrix will seriously affect the low-frequency filtering in the next step. The energy distribution under different slopes is as follows Figure 9 As shown, the slope k=0.5378 is known, and the affine transformation matrix can be given as follows:
[0063]
[0064] The WVD of the reference signal s(t) and the time-frequency distribution after affine transformation are as follows: Figure 10 as shown,
[0065] For the WVD time-frequency matrix including the incident wave and the reflected wave, there will be cross items, and the coordinate transformation effect under multiple waveform components can be obtained by using the affine transformation matrix to run, such as Figure 11 as shown,
[0066] Affine transformation can adaptively fill an ...
Embodiment 3
[0074] When a local defect occurs in the cable, 3 frequency modulation signals will appear in the time domain waveform, and 3 cross items will appear in the WVD time-frequency diagram. Use the processing steps in Section 4.2 to verify the feasibility of the method.
[0075] Set the cable length to 800m, set the defect position to 300m, and the defect length to 0.5m, calculate the WVD distribution, and then use the method in Section 4.2 to remove the cross item. Since the defect energy is too small, use a grayscale representation. The transformation process is as follows Figure 16 shown.
[0076] Find the time-frequency cross-correlation function with or without cross-terms, where the time-frequency cross-correlation function with cross-terms and the time-frequency cross-correlation function without cross-terms are as follows Figure 17 and Figure 18 shown.
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