Far-field narrow-band radio signal direction-of-arrival estimation method
A technology of direction of arrival estimation and radio signal, which is applied to the field of far-field narrowband radio signal direction of arrival estimation of generalized polynomial reduced-order root-seeking, and can solve the problems of reducing the computational complexity of the root-seeking process and the high order of complex root-seeking polynomials.
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[0131] This example proposes a new method for direction of arrival estimation based on the greatest common factor of generalized polynomials with reduced order roots:
[0132] The first step is to use the antenna array to receive the radiation source signal, and the first step includes the following steps:
[0133] (1) Assuming that there are M mutually independent array elements in the antenna array, a uniform linear array (ULA) is formed with equal spacing of d, considering that there are L far-field narrowband signals in the space from the direction θ=[θ 1 ,…,θ L ] is incident on the array, where, assuming that L is known a priori, the array element spacing d satisfies d≤λ2 to avoid phase ambiguity, and λ is the wavelength of the narrowband signal, then the radiation source signal received by the antenna array is:
[0134]
[0135] Among them, θ k is the direction of arrival of the k∈[1,L]th signal in the space, A(θ) is the M×L-dimensional array flow pattern matrix, s(...
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