Correlation method between radar and esm track based on auxiliary distance
A track correlation and radar technology, which is applied in the reflection/re-radiation of radio waves, instruments, measuring devices, etc., can solve the problems of large measurement error, performance needs to be improved, and less information used, so as to reduce the false correlation rate and The effect of missing association rate and improving track correct association rate
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[0014] Such as figure 2 As shown, assuming a two-dimensional situation, the two-coordinate radar and ESM are deployed in different places to detect the target in the common Cartesian coordinate system, where the radar is located at the coordinate (x a ,y a ), the ESM is located at (x b ,y b ) place. The angle measurement error, radar ranging error and angle measurement error of ESM are independent zero-mean Gaussian random variables with variances of with The real target at time k is at (x t (k),y t (k)), the radar's distance and angle measurement with respect to the target is r a (k) and θ a (k),
[0015]
[0016] where r t (k) and θ ta (k) is the real distance and angle of the target relative to the radar, ε r (k) and ε θa (k) is the radar side distance and angle measurement error. The angle of the ESM with respect to the target is measured as θ b (k),
[0017] θ b (k) = θ tb (k)+ε θb (k) (2)
[0018] where θ ta (k) is the real angle of the target ...
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