A Method for Forming Target-Related Gates in Narrow Sense Group
A group target technology in a narrow sense, applied in the fields of information processing, radar, optical and infrared system target tracking, can solve problems such as confusion, waste of time and resources, low efficiency, etc., and achieve the effect of improving efficiency, facilitating engineering realization, and wide application
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[0023] In order to illustrate the implementation manner, a three-coordinate radar is taken as an example for illustration.
[0024] (1) Group target scale geometric area acquisition
[0025] Assuming that the radar receives M effective echoes (measurement coordinate system) at time k, then there is
[0026] Y i (k)=(R i , α i , β i )i=1, 2, ..., M (1)
[0027] In formula (1): R i 、α i , β i are the range, azimuth, and elevation values of the i-th echo, respectively. make:
[0028]
[0029]
[0030]
[0031] Then there are:
[0032] R max (k)-R min (k) = ΔR(k) (5)
[0033] A max (k)-A min (k) = ΔA(k) (6)
[0034] E. max (k)-E min (k) = ΔE(k) (7)
[0035] In formula (5), (6) and (7): R max (k), A max (k), E max (k) respectively represent the maximum value of distance, azimuth and elevation; R min (k), A min (k), E min (k) represent the minimum values of distance, azimuth and elevation respectively.
[0036] From formula (5) to formula (7), ...
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