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Improved Knight Method Based on Narrowed Search Space for Instantaneous GPS Attitude Determination

机译:基于缩小搜索空间的改进Knight方法用于瞬时GPS姿态确定

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摘要

The Knight algorithm can instantaneously resolve integer ambiguities and significantly improve search speed by skipping over most less-likely integer ambiguity candidates. However, its reliability depends on the volume of the integer ambiguity search space. Using coarse attitude knowledge can reduce the size of the search space. This paper proposes a new method for narrowing the search space by taking into account a geometric constraint of visible satellites. The constraint is formulated as a recursive procedure and is thus very suitable for incorporation into the search loop of the Knight method. Experimental results demonstrate that the proposed method can improve the search efficiency and reliability of the Knight method.
机译:奈特算法可以立即解决整数歧义,并跳过最不可能的整数歧义候选值,从而显着提高搜索速度。但是,其可靠性取决于整数歧义搜索空间的数量。使用粗略的姿态知识可以减小搜索空间的大小。本文提出了一种通过考虑可见卫星的几何约束来缩小搜索空间的新方法。该约束条件被公式化为递归过程,因此非常适合合并到Knight方法的搜索循环中。实验结果表明,该方法可以提高Knight方法的搜索效率和可靠性。

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