首页> 外文期刊>Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic >Rapid transfer alignment of laser SINS using quaternion based angular measurement
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Rapid transfer alignment of laser SINS using quaternion based angular measurement

机译:基于四元数的角度测量实现激光捷联惯导的快速转移对准

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摘要

A novel rapid transfer alignment algorithm for laser strapdown inertial navigation system (SINS) is studied. Transfer alignment have typically relied on velocity measurements from the master SINS as the source of alignment information, but lever arm error must be compensated accurately while velocity information is utilized, all most every quaternion based error model is nonlinear, so nonlinear filtering algorithms are need, suffering from computational complex and large error. Aim at these problems, a novel improved rapid transfer alignment algorithm formulation is presented, applying quaternion to built the process and measurement models, the improvement employs a special manipulation of the measurement equation results in a linear pseudo-measurement equation, thus the classical linear Kalman filter is employed to estimate the state, need not lever arm error compensation, results in the reduce of computational burden. Observability analysis of this new transfer alignment algorithm has been done based on the piece-wise constant system (PWCS) method, results show that the presented algorithm can accomplish the initial alignment task perfectly. A transfer alignment simulation system is also developed for the evaluation and analysis of the presented algorithm, simulation results are confirmed with the theoretical conclusion, which can achieve the transfer alignment accuracy about 1 mrad within 10 s.
机译:研究了一种新型的捷联惯性导航系统快速传递对准算法。传递对准通常依赖于来自主SINS的速度测量作为对准信息的来源,但是在利用速度信息时必须准确补偿杠杆误差,所有基于四元数的误差模型几乎都是非线性的,因此需要非线性滤波算法,遭受计算复杂和大错误的困扰。针对这些问题,提出了一种新的改进的快速转移对准算法公式,应用四元数建立过程和测量模型,改进方法是对测量方程进行特殊处理,得到线性伪测量方程,从而得到经典的线性卡尔曼方程。滤波器用于估计状态,不需要杠杆臂误差补偿,从而减少了计算负担。基于分段常数系统(PWCS)对这种新型传输对准算法进行了可观察性分析,结果表明该算法可以很好地完成初始对准任务。还开发了传输对准仿真系统,对所提出的算法进行了评价和分析,理论结果证实了仿真结果,可以在10 s内实现约1 mrad的传输对准精度。

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