Optimizing method for processing signal errors of different array antennas
A technology of signal error and optimization method, applied in transmission monitoring, electrical components, transmission system and other directions, can solve problems such as the inapplicability of large antenna arrays and the failure to consider various array errors.
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[0047] The number of elements of the linear array considered in this embodiment is N=20, the distance between the elements d=λ / 2 (λ is the wavelength of the incoming wave), and then the center frequency fc is set to 9.57e9 Hz.
[0048] Step 1: According to the received signal and the structure of the antenna itself, set the corresponding parameters, and thus obtain the model of the array factor AF(θ).
[0049] Step 1.1: Assuming that there is no mutual coupling between the array elements, the excitation amplitude is a n , with Is the actual amplitude and the expected amplitude a n The maximum deviation between (n=0,1,...,N-1), considering the maximum deviation of the excitation amplitude of the array is (I.e. the percentage error is ).
[0050] with Are the minimum and maximum values of the n-th amplitude coefficient, and the tolerance interval can be expressed as
[0051] Step 1.2: The phase of the array factor is Is the excitation phase, n=0,1,...,N-1, N is the number of a...
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