Improved multi-expansion target tracking method
A multi-expansion target and target technology, applied in the reflection/re-radiation of radio waves, instruments, measuring devices, etc., can solve the problems of complex calculation and loss of measurement data, etc.
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[0170] Effect of the present invention can be further illustrated by following simulation experiments:
[0171] 1. Simulation conditions
[0172] set goal state The unit of position is m, and the unit of speed is m / s. There are four targets in this simulation. The target motion model includes the turning (CT) model and the Jerk model. The initial states of the four targets are as follows:
[0173] x t1 =[3000,3000,2400,-30,-30,-10,-0,-0,0.4,0,0,-0.01] T ;
[0174] x t2 =[2000,1000,1600,30,30,15,-1,-1,0,0,0,-0] T ;
[0175] x t3 =[2000,1000,1600,30,30,15,-1,-1,0,0.01,0,-0.01] T ;
[0176] x t4 =[4000,2000,2100,-20,-30,-10,1,1,0,0,0,0.01] T ;
[0177] For different motion models, the motion equations of the target are:
[0178] Jerk model:
[0179] CT model:
[0180] In the formula: p1=(2-2*alpha*T+alpha^2*T^2-2*exp(-alpha*T)) / (2*alpha^3);
[0181] q1=(exp(-alpha*T)-1+alpha*T) / alpha^2;
[0182] r1=(1-exp(-alpha*T)) / alpha;
[0183] s1=exp(-alpha*T); alpha is...
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