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1)  Strong Tracking Particle Filter
强跟踪粒子滤波
2)  Particle Filter tracking
粒子滤波跟踪
3)  Strong tracking filter
强跟踪滤波
1.
Identification of non-linear system parameters based on strong tracking filter;
基于强跟踪滤波器的非线性系统参数辨识方法
2.
Vehicle nonlinear state estimation based on strong tracking filter
基于强跟踪滤波的车辆非线性状态估计
3.
This dissertation puts forward a method of designing the suboptimal strong tracking filter, which is based on the approximation error upper bound of nonlinear separation model and applied to design feedback corrected controller in predictive control.
本文提出了_种基于非线性分离模型逼近偏差上限的次优强跟踪滤波器设计方法,运用到预测控制中反馈校正的设计。
4)  Strong tracking filtering
强跟踪滤波
1.
In this paper,the theory of Strong tracking filtering(STF) is applied in the object prediction of autonomous robots to avoid the disadvantages of other methods by introducing fading factors.
本文提出将强跟踪滤波理论应用于全自主机器人目标预测,通过引入渐消因子,克服了其它目标预测方法的缺点。
2.
This research paper employs the Kalman filtering and the strong tracking filtering in the optimal estimation theory to dynamically estimate Chinese listed companies permanent earnings,which are critical for stock market investment decision.
本文应用最优估计理论中的卡尔曼滤波和强跟踪滤波方法对上市公司的永久性盈余进行动态估计。
5)  STF
强跟踪滤波
1.
According to the model assumption,the parameters of the fault trend process can be obtained by using STF(strong tracing filter).
在测量变量受到平稳噪声干扰的情况下,首先依据对测量数据的统计检验判断出故障过程,然后根据对故障过程的先验知识,利用强跟踪滤波器辨识指数趋势项的参数,同时对建模误差进行ARMA时序分析,最后结合趋势项和时序预测给出故障趋势的总体预测。
2.
Therefore,it is proposed to use Strong Tracking Filter(STF) in maneuvering target tracking.
基于此,将强跟踪滤波运用到机动目标跟踪上。
3.
Comparing the performance of Kalman with STF,it is showed this method is with high accuracy,high anti-jamming and strong tracking ability.
针对该问题,提出并设计了应用强跟踪滤波技术的捷联惯导系统动基座初始对准方案。
6)  particle filter tracking algorithm
粒子滤波跟踪算法
1.
Real-time application of particle filter tracking algorithm is limited due to their inherent complex and intensive computation.
针对粒子滤波跟踪算法在视频跟踪中存在的计算复杂、计算量庞大,无法满足实时系统的应用需求,提出了实时粒子滤波跟踪算法。
补充资料:初级粒子和原级粒子
分子式:
CAS号:

性质:又称初级粒子和原级粒子。利用各种化学反应方法得到的最初粒子(晶粒)。一次粒子的大小约为0.005~1μm,比筛分的极限小得多,在介质中有相当高的稳定性。

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