Array position error correction method taking information source azimuth error into account
An azimuth error and error correction technology, which is applied in the field of array position error correction considering the azimuth error of the signal source, can solve the deviation of the angle of arrival of the signal source, the position error correction caused by the position of the auxiliary signal source, and the correction method of the position error of the array element. It is difficult to meet the actual needs of the project, etc.
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[0094] Assuming that the number of elements of the uniform line array is M=10, the angle θ between the source and the normal of the antenna array is ideally changed from 20° to 60°, with an interval of 1°, but 2° is randomly added to each angle during simulation Disturbance, the signal emitted by the signal source is a linear frequency modulation signal, and the carrier frequency f 0 =5300MHz, element spacing x 0 It is half wavelength, bandwidth B=500kHz, pulse repetition period T=400us, sampling rate f s =50MHz, SNR is 20dB, element position error △x=[0 0.0022-0.0021 0.008 0.0020-0.0015-0.0023 0.0020], △y=[0 -0.0017 0.0031 0.0015-0.0026 0.0023 0.0021-0.0018]
[0095] First, the angle θ between the source and the antenna array normal is scanned from 20° to 60°, and the interval between each scan is 1°, so as to obtain a large number of samples. However, 2° random perturbation is added to each angle during the simulation, so there is a deviation in the orientation information...
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