Passive Multi-Sensor Target Tracking Method Based on Intensity Filter
A multi-sensor, target tracking technology, applied in the field of guidance, can solve the problems of low tracking efficiency, large computational load, and increased particle number.
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[0037] 1. Introduction to basic theory
[0038] 1. System equations
[0039] In the Cartesian coordinate system, the system state takes the position and velocity in the x and y directions, and the following nonlinear dynamic system model can be established:
[0040] x t+1 =Fx t +Ge t 1)
[0041] z t =h(x t )+w t 2)
[0042] where x t =[x t ,v x,t,y t ,v y,t ] T , T means transpose, x t ,y t Respectively represent the coordinates of the target in the x direction and y direction, v x,t ,v y,t represent the speed of the target in the x direction and y direction respectively, the subscript t∈[1,N] represents the time, and the state noise e t Obey variance is The zero-mean Gaussian distribution of , diag[@] means diagonalizing the elements in it, σ x and σ y Indicates the position standard deviation, F, G are state transition matrix and input matrix respectively, h is a nonlinear function, measurement noise w t Obey a zero-mean Gaussian distribution with va...
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