Gauss hybrid probability hypothesis density filter-based explicit multi-target tracking method
A Gaussian mixture probability, multi-target tracking technology, applied in the field of signal processing
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[0209] The effect of the present invention is further verified and illustrated by the following simulation.
[0210] 1. Experimental conditions:
[0211] In a two-dimensional scene [-1000 1000]m×[-1000 1000]m, the motion equation of each target is:
[0212]
[0213] where x k =[x 1,k x 2,k x 3,k x 4,k ] T ,[x 1,k x 3,k ] T is the position of the target at time k, [x 2,k x 4,k ] T is the speed of the target at time k. Δ=1s is the sampling interval, σ ω =5m / s 2 . The target can appear or disappear at any time in the scene, and the survival probability p S,k = 0.95. The strength function of the appearance of the nascent target is in,
[0214] The measurement equation of the target is
[0215]
[0216] Among them, υ x,k and υ y,k are mutually independent zero-mean Gaussian white noise, and the mean square deviations are σ x =10m, σ y = 10m. The clutter is evenly distributed in the monitoring area [-1000 1000]m×[-1000 1000]m, and the number ...
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