A regularization least square subspace crossing target direction finding method
A subspace intersection and least squares technique, which is applied in directions such as direction-determining director, measuring device, radio wave measuring system, etc., to achieve the effect of numerical calculation stability, high azimuth resolution and accuracy
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[0052] The present invention will be further described below in conjunction with the drawings.
[0053] The basic idea of the present invention is that in the actual application system, all least squares problem solving faces ill-conditioned problems, and the least squares SI algorithm is no exception. Normally, the wave numbers of normal waves of different numbers are very small. Under the condition of finite array length, it is difficult to satisfy the condition of linear independence in each scan vector. The condition number of the matrix is very large, that is, the equation of the least squares problem is Ill-conditioned, the stability of numerical calculations is very poor.
[0054] In order to achieve the purpose of accurate direction finding, suppose the actual number of array elements is N, the distance between array elements is d, the target incident direction θ, the received signal of the array elements is expressed as x(t); the snapshot length is L. The present inve...
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