Digital multi-beam forming method based on multi-domain combination
A digital multi-beam and beam technology, applied in the field of signal processing, can solve problems such as inability to locate useful signals and limited anti-interference ability, and achieve the effect of reducing hardware operation requirements, avoiding division operations, and avoiding implementation complexity.
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Embodiment 1
[0051] Such as figure 1As shown, this embodiment provides a multi-domain joint-based digital multi-beamforming method, which is characterized in that it includes the following steps:
[0052] S1. Obtain a sampled signal, perform an orthogonal transformation on the sampled signal, perform broadband correction on the sampled signal after the orthogonal transformation, and perform space-time conversion on the sampled signal after the broadband correction to obtain a space-time signal;
[0053] S2. Calculating the sampling covariance matrix of the space-time signal;
[0054] S3. Calculate the airspace steering vector according to the direction information of the signal, and perform time domain delay on the airspace steering vector to obtain the space-time constraint vector;
[0055] S4. Calculate the weight of the optimal beamformer according to the result of calculating the sampling covariance matrix of the space-time signal and the space-time constraint vector;
[0056] S5. Fi...
Embodiment 2
[0079] Such as figure 2 As shown, set the frequency of the transmitted signal as the center frequency of the incident signal, and open the signal modulation mode. You can choose the modulation mode such as BPSK or QPSK, and the bandwidth parameter is consistent with the bandwidth parameter of the useful signal. Set the transmitting antenna and the receiving antenna on the same straight line, that is, q=0°, at this time, the distance from the transmitting signal to each array element is the same.
[0080] M array antennas have M channels of AD sampling signals, and the sampling signals are all intermediate frequency samples. Therefore, it is necessary to perform orthogonal transformation on the AD sampling signals to obtain I and Q signals with phase and amplitude information.
[0081] Such as image 3 As shown, broadband correction is performed on the sampling signal, and the AD sampling data of a certain array element is used as a reference signal, and the matrix inversion ...
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