A Multi-model Maneuvering Target Tracking and Filtering Method Based on Limited Model Switching Times
A technology for maneuvering target tracking and model switching, which is applied in electrical digital data processing, special data processing applications, instruments, etc., and can solve the problems of high-order model switching, such as large amount of calculation of prior information and inability to describe multi-model filtering.
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specific Embodiment approach 1
[0080] A multi-model maneuvering target tracking filtering method based on a limited number of model switching, comprising:
[0081] Step 1: Take the state of the maneuvering target at three moments as the model m in the second-order model sequence i 、m j 、m l , the model m in the order 2 model sequence for the maneuvering target i 、m j 、m l Carry out modeling, and based on the assumption that the number of jumps is limited, set the transition probability p of the 2nd order model sequence ijl , which means from the model sequence m i m j jump to model m l The probability of ; i, j, l are used to distinguish the model m i 、m j 、m l The serial number of ; if the number of models is r, then the value range of i, j, l is 1~r;
[0082]
[0083] Among them, P max It is a preset value, theoretically the value range is 0~1, in the present invention, this value is set very big, far greater than the 0.98 equivalent commonly used in the existing method, the present inventi...
specific Embodiment approach 2
[0124] This embodiment P max The typical value is 0.99~0.9999.
[0125] Other steps and parameters are the same as those in the first embodiment.
specific Embodiment approach 3
[0126] The model m in the second-order model sequence of the maneuvering target described in step 1 of this embodiment i 、m j 、m l The process of modeling involves the following steps:
[0127] model m i 、m j 、m l The specific modeling process is the same, and the model m l Taking modeling as an example, the modeling equation is:
[0128] x k =F k-1 (m l )X k-1 +G k-1 (m l )u k-1 (m l )+Γ k-1 (m l )v k-1 (m l )
[0129] Among them, X k is the x-axis position x at time k k , x-axis velocity y-axis position y k , y-axis velocity The state vector composed of f k-1 (m l ) is the model m at time k-1 l The system transition matrix under, G k-1 (m l ) is the model m at time k-1 l The input control matrix of u k-1 (m l ) is the model m at time k-1 l signal input, Γ k-1 (m l ) is the noise coefficient matrix, v k-1 (m l ) is the model m at time k-1 l Zero-mean white Gaussian process noise under, v k-1 (m l ) has a covariance of Q k-1 (m l )....
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