AI-PHD filter under unknown signal-to-noise ratio
A technology with unknown conditions and signal-to-noise ratio, applied in instruments, radio wave measurement systems, radio wave reflection/re-radiation, etc. It can solve the problem of inability to target RCS estimation, PHD filtering that does not make full use of target measurement information, and is difficult to adapt to dense Clutter environment, etc.
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[0094] The AI-PHD filter under unknown conditions of the present invention will be described in detail below in conjunction with the accompanying drawings.
[0095] Without loss of generality, assuming that at any moment, the target moves in the two-dimensional observation area of S=[-200,200]×[-200,200], and the target can appear and disappear randomly in this area, the total simulation time is K= 50s, sampling interval T=1s; the initial appearance of the target obeys the Poisson model, and its density function γ k (x)=0.2N(x|x 0 ,Q b ), N(·|x 0 ,Q b ) means that the mean is x 0 , the covariance is Q b Gaussian distribution, where x 0 =[0 2 0 - 2] T and Q b =diag([10 5 10 5]), the minimum signal-to-noise ratio SNR possible for the target min =10dB, the possible maximum signal-to-noise ratio SNR max =40dB, its echo obeys the Swerling fluctuation model; the radar is located at point (0,-100), which can provide the distance R of the target k , Azimuth θ k and ampli...
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