Conformal array polarization-DOA estimation precision analysis method based on discrete function partial derivatives
A conformal array, discrete function technology, applied in complex mathematical operations, direction finders using radio waves, radio wave direction/bias determination systems, etc. difficulties, etc.
Patent Information
- Authority / Receiving Office
- CN · China
- Current Assignee / Owner
- Publication Date
- 2020-10-27
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Abstract
Description
technical field
[0001] The invention relates to the technical field of array signal direction finding, in particular to a conformal array polarization-DOA estimation accuracy analysis method based on discrete function partial derivatives. Background technique
[0002] Direction of arrival (DOA) estimation is widely used in radar, sonar, wireless communication, passive positioning, navigation, earthquake detection and other fields.
[0003] A conformal array antenna is a common type of antenna. The conformal array is an array composed of conformal radiation elements on a conformal carrier, which has the advantages of meeting aerodynamic requirements, saving space, reducing weight, and making full use of apertures. The field has broad application prospects.
[0004] In terms of conformal array parameter estimation, the prior art utilizes the symmetry of the cylindrical conformal array, combined with the rotation invariant subspace algorithm (Estimation of Signal Parameters v...
Examples
Embodiment Construction
[0069] Referring to the accompanying drawings, the present invention will be further described in detail with specific embodiments.
[0070] Common structures of conformal arrays include cylindrical conformal arrays, conical conformal arrays, and spherical conformal arrays. In this embodiment, figure 1 The cylindrical conformal array shown is an example.
[0071] The conformal array polarization-DOA estimation accuracy analysis method based on the partial derivative of the discrete function includes the following steps:
[0072] In the first step, the computer establishes the receiving signal model of the conformal array, the specific process is,
[0073] According to the geometric structure of the cylindrical conformal array, the coordinates of the array elements on each annular array are obtained as:
[0074] x nm = r c cos[2π(m-1) / M n ] (1)
[0075] the y nm = r c sin[2π(m-1) / M n ] (2)
[0076] z nm =-(n-1)d (3)
[0077] Formulas (1), (2), and (3) among them, n ...