基于柯西核函数的GNSS/SINS组合导航最大相关熵滤波算法
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1.山东外事职业大学 人工智能学院;2.海军航空大学

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国家自然科学基金(No.62076249);山东省自然科学基金(ZR2020MF154)


Maximum Correntropy Filter Algorithm for GNSS/SINS Integrated Navigation based on Cauchy kernel Function
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    摘要:

    在GNSS/SINS组合导航系统中,因内部及外部环境的干扰测量噪声常表现为有色噪声,基于高斯核函数的最大相关熵卡尔曼滤波器(MCCKF)是处理该情况的有效滤波方法。核带宽是核函数的关键参数,而MCCKF的滤波精度对核带宽的变化非常敏感,较小的核带宽变化将导致MCCKF滤波精度的较大变化,为此导致MCCKF的滤波稳定性较差。为了解决该问题,本文提出了一种基于柯西核函数的最大相关熵卡尔曼滤波算法(CkMCCKF)。首先,基于对核带宽不敏感的柯西核函数建立了最大相关熵准则;然后,推导并建立了CkMCCKF的定点迭代算法;最后,将CkMCCKF应用于GNSS/SINS组合导航系统中并进行了实验验证。实验结果验证了CkMCCKF的优异性能,相对于MCCKF,CkMCCKF的滤波稳定性大幅提高,即CkMCCKF的滤波精度对核带宽的敏感性较低。

    Abstract:

    s: In the GNSS/SINS integrated navigation system, due to the interference from internal and external environments, the measurement noise often appears as colored noise. The maximum correlation entropy Kalman filter (MCCKF) based on the Gaussian kernel function is an effective filtering method for dealing with this situation. The kernel bandwidth is a key parameter of the kernel function, and the filtering accuracy of MCCKF is very sensitive to the change of the kernel bandwidth. A small change in the kernel bandwidth will lead to a significant change in the filtering accuracy of MCCKF, thus resulting in poor filtering stability of MCCKF. To solve this problem, this paper proposes a maximum correlation entropy Kalman filtering algorithm based on the Cauchy kernel function (CkMCCKF). Firstly, a maximum correlation entropy criterion was established based on the Cauchy kernel function, which is insensitive to the kernel bandwidth; then, the fixed-point iterative algorithm of CkMCCKF was derived and established; finally, CkMCCKF was applied to the GNSS/SINS integrated navigation system and experimental verification was conducted. The experimental results have verified the excellent performance of CkMCCKF. Compared with MCCKF, the filtering stability of CkMCCKF has been significantly improved, that is, the filtering accuracy of CkMCCKF is less sensitive to the kernel bandwidth.

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  • 收稿日期:2025-11-11
  • 最后修改日期:2025-12-18
  • 录用日期:2025-12-19
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