Abstract

Global navigation satellite systems (GNSS) are widely used for the navigation of land vehicles. However, the positioning accuracy of GNSS, such as the global positioning system (GPS), deteriorates in urban areas due to signal blockage and multipath effects. GNSS can be integrated with a micro-electro-mechanical system (MEMS)–based inertial navigation system (INS), such as a reduced inertial sensor system (RISS) using a Kalman filter (KF) to enhance the performance of the integrated navigation solution in GNSS challenging environments. The linearized KF cannot model the low-cost and small-size sensors due to relatively high noise levels and compound error characteristics. This paper reviews two approaches to employing parallel cascade identification (PCI), a non-linear system identification technique, augmented with KF to enhance the navigational solution. First, PCI models azimuth errors for a loosely coupled 2D RISS integrated system with GNSS to obtain a navigation solution. The experimental results demonstrated that PCI improved the integrated 2D RISS/GNSS performance by modeling linear, non-linear, and other residual azimuth errors. For the second scenario, PCI is utilized for modeling residual pseudorange correlated errors of a KF-based tightly coupled RISS/GNSS navigation solution. Experimental results have shown that PCI enhances the performance of the tightly coupled KF by modeling the non-linear pseudorange errors to provide an enhanced and more reliable solution. For the first algorithm, the results demonstrated that PCI can enhance the performance by 77% as compared to the KF solution during the GNSS outages. For the second algorithm, the performance improvement for the proposed PCI technique during the availability of three satellites was 39% compared to the KF solution.

Highlights

  • This section of the paper explores the benefits of using parallel cascade identification (PCI), a system identification technique for modeling residual pseudorange correlated errors that can be utilized by a Kalman filter (KF)-based tightly-coupled reduced inertial sensor system (RISS)/Global navigation satellite systems (GNSS) navigational solution

  • This paper has discussed PCI, a non-linear system identification technique to improve the performance of the integrated RISS/GNSS system

  • The complementary strengths of GNSS and RISS can be synergized, and optimal performance would be achieved during GNSS outages

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Summary

Introduction

System identification is utilized in a variety of applications to address the modeling problems of dynamic systems. The application of the system identification technique plays a vital role in deciding whether a crude model will be enough or if an accurate model is required for the system dynamics. It is widely used for many engineering problems. Linear system identification is not able to address many practical time-varying systems, and it becomes necessary to use non-linear system identification techniques [6,7,8,9]. Non-linear system identification techniques include representation of non-linear systems and estimation of a parametric model. This paper reviews the utilization of a non-linear system identification technique called parallel cascade identification (PCI) to improve the overall navigation solution by modeling errors at the sensor and measurement level

Overview of Navigation Systems
Problem Statement
Parallel Cascade Identification
The 2D Reduced Inertial Sensor System
The 3D Reduced Inertial Sensor System
Kalman Filter
PCI for Modeling Azimuth Errors
PCI for Enhancing KF Based Tightly-Coupled Navigation Solution
Findings
10. Conclusions
Full Text
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