2021
DOI: 10.1109/access.2021.3079381
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INS Fine Alignment With Low-Cost Gyroscopes: Adaptive Filters for Different Measurement Types

Abstract: Inertial navigation system stationary fine alignment process is a critical step in reducing the initial errors of the attitude and sensor biases. While many studies had been made for tactical grade systems, less attention was given to low-cost sensors, which are a major player in today's inertial sensors market. To fill this gap, a measurement strategy combining different INS aiding types is proposed, analyzed and compared using numerical simulations and field experiments. Additionally, an analytical linear ob… Show more

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Cited by 6 publications
(2 citation statements)
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“…In 2010, Iozan, and Collin, reported achieving 1-degree accuracy in determining true North orientation with a low-cost MEMS gyro, while accounting for small errors such as g-sensitivity and cross-axis coupling [31,32]. Among other works over the past decade, Ali (2011) presented a second-order divided difference filter (DDF) [33], Du (2016) introduced a disturbance observer-based Kalman filter (DOBKF) [34], and Klein (2018) demonstrated how kinematic constraints, when coupled with appropriate observability analysis, can effectively enhance unobserved states [35][36][37].…”
Section: B Filtering-basedmentioning
confidence: 99%
“…In 2010, Iozan, and Collin, reported achieving 1-degree accuracy in determining true North orientation with a low-cost MEMS gyro, while accounting for small errors such as g-sensitivity and cross-axis coupling [31,32]. Among other works over the past decade, Ali (2011) presented a second-order divided difference filter (DDF) [33], Du (2016) introduced a disturbance observer-based Kalman filter (DOBKF) [34], and Klein (2018) demonstrated how kinematic constraints, when coupled with appropriate observability analysis, can effectively enhance unobserved states [35][36][37].…”
Section: B Filtering-basedmentioning
confidence: 99%
“…For low-cost gyros as a main module of MEMS IMU, the yaw angle is usually subject to divergence in the traditional methods with only the velocity measurements, due to the weak observability of the yaw angle in low dynamic scenarios [31,32]. Therefore, the yaw angle should also be introduced into the measurement update.…”
Section: Introductionmentioning
confidence: 99%