Uniform linear array calibration method based on strong scattering points
A technology of uniform linear array and calibration method, which is applied in the direction of antenna array, antenna, electrical components, etc., can solve the problem that the array calibration method is not accurate enough, and achieve the effect of accurate calibration
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specific Embodiment approach 1
[0023] Specific implementation mode one: combine figure 1 Describe this embodiment mode, a kind of uniform linear array calibration method based on strong scatterer of the present invention, it comprises the following steps:
[0024] Step 1: According to the echo data X′(t)=ГX(t)+n(t) received by the antenna array, use the estimated value of the spatial covariance matrix Construct the spatial covariance matrix R;
[0025] Where X(t) is the M×1-dimensional snapshot data vector of the array, n(t) is the M×1-dimensional noise vector of the array, Г is the array phase error matrix, and the specific expression is where set {g m : m=1, 2, ..., M} represents the gain on each array element, Represents the array phase inconsistency error, j represents an imaginary number; where N is the number of snapshots;
[0026] Step 2: Extract the phase of each element of the spatial covariance matrix R, and construct the phase matrix Φ of the spatial covariance matrix; R m,k is the mth ro...
specific Embodiment approach 2
[0031] Specific implementation mode two: combination image 3 Describe this embodiment. The difference between this embodiment and the first embodiment is that in step 3, the first column φ of the phase matrix Φ m,1 In the process of doing FFT operation, a binomial fitting method is adopted:
[0032] Step 1: For the first column φ of the phase matrix Φ m,1 Perform FFT to get the abscissa corresponding to the maximum value as F, and the magnitude corresponding to F is y(F), then take (F-1, y(F-1)), (F+1, y(F+1 )) coordinates of two points;
[0033] Step 2: Use the three points obtained above to pair the binomial y(f)=k 0 +k 1 f+k 2 f 2 Fit to find the binomial coefficient k 0 , k 1 , k 2, thus taking the derivative of y(f) to obtain the frequency corresponding to the maximum point, which is the slope to be estimated
[0034] In order to reduce the influence of FFT's fence effect, a binomial fitting method is used to improve the accuracy of slope estimation; when cal...
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