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Application of Least Square Method with Variable Parameters for GPS Accuracy Improvement

机译:可变参数最小二乘法在提高GPS精度中的应用

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Adaptive information processing methods are widely used in navigation techniques. Most often they are use for tow or more sensor information processing. GPS information is most often complex treated with inertial sensor information using adaptive filtering techniques [1, 2]. If navigation system has only one source of information adaptive filtering can be used [3]. Widely known are following algorithms: Least Mean Square (LMS) algorithm, Recursive Least Squares (RLS) algorithm and Kalman Filtering (KF) algorithm [3]. We research Least Square Method (LSM) for one source information filtering with sliding window. Length of window changes in filtering process and depends on the evaluation results. LSM algorithms for information processing in window are used from [4]. This work describes results of filter modeling and optimization and use of optimal sliding window filter for GPS information processing.
机译:自适应信息处理方法广泛用于导航技术中。大多数情况下,它们用于牵引或更多传感器信息处理。 GPS信息通常使用自适应滤波技术与惯性传感器信息一起进行复杂处理[1,2]。如果导航系统只有一个信息源,则可以使用自适应过滤[3]。众所周知的算法有:最小均方(LMS)算法,递归最小二乘(RLS)算法和卡尔曼滤波(KF)算法[3]。我们研究了最小二乘法(LSM)用于一种带有滑动窗口的源信息过滤。窗口的长度在过滤过程中变化,并取决于评估结果。 [4]中使用了用于窗口中信息处理的LSM算法。这项工作描述了滤波器建模和优化的结果,以及将最佳滑动窗口滤波器用于GPS信息处理的结果。

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