Method for tracking multiple moving targets under impact noise environment

A technology of moving targets and impacting noise, which is applied in the direction of radio wave reflection/re-radiation, special data processing applications, and measurement devices. It can solve problems such as large amount of calculation, difficult dynamic tracking, complex and time-consuming, and achieve good solution coherence. ability, to improve the effect of estimating performance

Inactive Publication Date: 2014-07-02
HARBIN ENG UNIV
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Problems solved by technology

[0004] Existing literature has shown that in harsh noise environments such as impact noise, the robustness of dynamic tracking is still unresolved
Dynamic tracking in the impact noise environment is a difficult problem, especially it is more difficult to perform dynamic tracking on multi-sources larger than the number of array elements, so the DOA estimation algorithm in the Gaussian noise environment cannot be directly transplanted
Robust dynamic DOA estimation under impact noise should firstly be able to establish a high-performance robust dynamic tracking optimization equation. It is difficult for classical intelligent calcula

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  • Method for tracking multiple moving targets under impact noise environment
  • Method for tracking multiple moving targets under impact noise environment
  • Method for tracking multiple moving targets under impact noise environment

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Embodiment Construction

[0043] The present invention is described in more detail below in conjunction with accompanying drawing example:

[0044] combine Figure 1-10 , the present invention mainly comprises the following steps:

[0045] Step 1, determine the antenna position according to the number of antennas and direction finding requirements. Array far field at θ k There are N narrow-band point sources at (k=1,2,…,N) incident as plane waves, and the incident wavelength is λ. Incident to a non-uniform special linear array composed of M isotropic array elements, the placement of the array elements meets the following conditions: the distance between the i-th array element and the first array element is d 1 =02 M , whose values ​​are integer multiples of the half-wavelength, and satisfy Ω={d i -d j |i,j=1,2,…,M} is complete, that is, Ω={-d M ,...,0,...,d M}. The snapshot data received by the array can be expressed as x(k)=A(θ)s(k)+n(k), where x(k)=[x 1 (k),x 2 (k),...,x M (k)] T A snapsh...

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Abstract

The invention aims to provide a method for tracking multiple moving targets under an impact noise environment. The method includes setting a special nonuniform-linear-array array structure; locking the targets within a changing search range; designing a quantum culture wild-goose-group method; utilizing a search mechanism of the quantum culture wild-goose-group method to search an optimal angle value of an extended and weighted signal maximum likelihood equation in the search range. By gradually narrowing the search range and applying the intelligent search mechanism, the calculating quantity problem of a search method is solved. Simulation results show that by the method, instantaneity of a designed method can be guaranteed; the method has array expanding capability and high tracking accuracy, and still has good performance under severe noise environments with strong impact noise.

Description

technical field [0001] The invention relates to a method for tracking a moving target. Background technique [0002] Direction finding, also known as spatial spectrum estimation or DOA estimation, is an important research field of array signal processing and has a wide range of applications in passive detection, radar, sonar and communication. After decades of development, the DOA estimation theory based on Gaussian model assumptions has been gradually perfected and matured. However, in practical applications, many random signals and noises encountered are not Gaussian distributed, such as atmospheric lightning noise, instantaneous spike voice signals on communication lines, marine environmental noise, and various man-made noises. Spikes can be described by SaS processes with different characteristic indices α, and the traditional methods based on second-order and fourth-order statistics cannot obtain satisfactory results. How to find a DOA estimation algorithm that can no...

Claims

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Application Information

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IPC IPC(8): G06F19/00G01S13/66
Inventor 高洪元李晨琬刁鸣李力徐从强
Owner HARBIN ENG UNIV
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