Frequency-domain blind equalization method (T/2FF-CMA) based on T/2 fraction space
A fractional interval, blind equalization technology, applied in the field of blind equalization in the frequency domain, can solve the problems of slow convergence speed and large steady-state error, and achieve the effect of reducing the amount of calculation, reducing spectral aliasing, and ensuring real-time performance.
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Embodiment 1
[0053] [Example 1] The transmitted signal is 4QAM; the variance is 1, and the signal-to-noise ratio is 20dB; the weight length of the equalizer is 12 and the center tap is initialized; μ TF-CMA =0.002,μ FF-CMA =0.004,μ T / 2FF-CMA =0.004; 5000 Monte Carlo simulation results, such as image 3 shown.
[0054] image 3 (a) shows that the convergence speed of the inventive method T / 2FF-CMA has improved 450 steps and 300 steps respectively than TF-CMA and FB-CMA; Its steady-state error has reduced 5dB respectively than TB-CMA and TF-CMA and 3dB. image 3 (b) to (e) show that the constellation diagrams output by T / 2FF-CMA of the method of the present invention are clearer and more concentrated than those output by TF-CMA and TB-CMA.
Embodiment 2
[0055] [Example 2] The transmitted signal is 4PSK; the variance is 1, and the signal-to-noise ratio is 20dB; the weight length of the equalizer is 12 and the center tap is initialized; μ TF-CMA =0.006,μ FF-CMA =0.006,μ T / 2FF-CMA =0.008; 5000 Monte Carlo simulation results, such as Figure 4 shown.
[0056] Figure 4 (a) shows that the convergence speed of the inventive method T / 2FF-CMA has improved 450 steps and 200 steps respectively than TF-CMA and TB-CMA; Its steady-state error has reduced 3dB than TF-CMA and TB-CMA. Figure 4 (b) to (e) show that the constellation diagrams output by T / 2FF-CMA of the method of the present invention are clearer and more concentrated than those output by TF-CMA and TB-CMA.
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