Blind equalization method for wavelet neural network based on space diversity
A wavelet neural network, space diversity technology, applied to shaping networks in transmitter/receiver, error prevention/detection through diversity reception, baseband system components, etc., can solve problems such as wasting bandwidth resources
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[0100] In order to verify the performance of the method SDE-WNN of the present invention, an example analysis is carried out using an underwater acoustic channel.
[0101] [Example 1] In the example, a typical sparse two-path underwater acoustic channel H is used 1 (z)=1+0.4z -12 and the homogeneous medium two-path underwater acoustic channel H 2 (z)=1+0.59997z -20 The transmitted signal is 4QAM, the signal-to-noise ratio is 20dB, D=2 is adopted in the experiment, WNN1 and WNN2 are used to represent the wavelet neural network blind equalizer of channel 1 and channel 2, and the length of the wavelet neural network blind equalizer is 11.
[0102] Figure 4 Simulation result shows, the convergence speed of the inventive method SDE-WNN will be faster than WNN1 and WNN2, as can be seen from figure (a), the inventive method SDE-WNN mean square error is smaller than WNN1 1dB, and obviously smaller than WNN2 4dB, Figure 4 Comparing the three figures (b), (c) and (d), it can be se...
Embodiment 2
[0103] [Embodiment 2] still adopt the channel of Embodiment 1, the transmission signal is 2PAM, and the signal-to-noise ratio is 20dB, adopts D=2 in the experiment, represents the wavelet neural network blind equalizer of channel 1 and channel 2 with WNN1 and WNN2, wavelet The length of the neural network blind equalizer is 11.
[0104] Figure 5 Show, the convergence speed of the inventive method SDE-WNN will be faster than WNN1 and WNN2, and mean square error is obviously smaller than WNN1 and WNN2 2dB and 5dB, Figure 5 The comparison of (b), (c) and (d) shows that the constellation diagram of the SDE-WNN method of the present invention is clearer, more compact, and the equalization effect is more obvious.
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