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High Precise Attitude Algorithm for SINS

机译:捷联惯导系统的高精度姿态算法

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摘要

Attitude matrix is the foundation of strap down inertial navigation system (SINS). Equivalent rotation vector algorithm (ERVA) is now considered as the most effective method of computing the attitude matrix under the high-frequency dynamic environment. Most of the existing ERVA pay more attention to the method of optimizing the algorithmȁ9;s coefficients, which are aimed at the variant sample number and update frequency. Under the condition of the given sample number and update frequency, in order to more adequately make use of the rate gyroscopeȁ9;s output information, and more precisely compute the attitude matrix, a novel ERVA is presented, its key thought is to improve the precision of ERV by adding its higher order cross coupling items about the different angle increment during the period of the attitude update into the ERV update equation. Taking two-sample ERVA as the example, the derivation of the novel ERV update equation is given in detail, Simulation results of the novel ERVA demonstrates its validity of improving the ERV precision under the condition of the given sample number and update frequency.
机译:姿态矩阵是捷联惯性导航系统(SINS)的基础。现在,等效旋转矢量算法(ERVA)被认为是在高频动态环境下计算姿态矩阵的最有效方法。现有的大多数ERVA都更加关注优化算法的9s系数的方法,该方法针对变量样本数量和更新频率。在给定样本数和更新频率的条件下,为了更充分地利用速率陀螺仪的​​9信息,并更精确地计算姿态矩阵,提出了一种新颖的ERVA,其关键思想是提高精度。通过将姿态更新期间不同角度增量附近的高阶交叉耦合项添加到ERV更新方程中来实现ERV的改进。以两个样本的ERVA为例,详细推导了新的ERV更新方程,仿真结果表明,在给定样本数和更新频率的条件下,新型ERVA更新方程提高ERV精度的有效性。

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