Abstract

We develop a new integrated navigation system, which integrates multi-constellations GNSS precise point positioning (PPP), including GPS, GLONASS and Galileo, with low-cost micro-electro-mechanical sensor (MEMS) inertial system, for precise positioning applications. To integrate GNSS and the MEMS-based inertial system, the process and measurement models are developed. Tightly coupled mechanism is adopted, which is carried out in the GNSS raw measurements domain. Both un-differenced and between-satellite single-difference (BSSD) ionosphere-free linear combinations of pseudorange and carrier phase GNSS measurements are processed. Rigorous models are employed to correct GNSS errors and biases. The GNSS inter-system biases are considered as additional unknowns in the integrated error state vector. The developed stochastic model for inertial sensors errors and biases are defined based on first order Gaussian Markov process. Extended Kalman filter is developed to integrate GNSS and inertial measurements and estimate inertial measurements biases and errors. Two field experiments are executed, which represent different real-world scenarios in land-based navigation. The data are processed by using our developed Ryerson PPP GNSS/MEMS software. The results indicate that the proposed integrated system achieves decimeter to centimeter level positioning accuracy when the measurement updates from GNSS are available. During complete GNSS outages the developed integrated system continues to achieve decimeter level accuracy for up to 30 seconds while it achieves meter-level accuracy when a 60-second outage is introduced.

Highlights

  • Global navigation satellite systems (GNSS) provide worldwide positioning, velocity and time synchronization

  • Two real vehicular tests were conducted to evaluate the performance of the developed integrated GNSS-precise point positioning (PPP)/ micro-electromechanical sensor (MEMS)-based inertial navigation system (INS) system (Figure 2)

  • Carrier phase-based differential GNSS (DGNSS) solution is used as a reference solution

Read more

Summary

Introduction

Global navigation satellite systems (GNSS) provide worldwide positioning, velocity and time synchronization. Highly accurate GNSS positioning solution is obtained through carrier-phase observables in differential mode involving two or more receivers. Comparable positioning accuracy, without requiring extra infrastructure, can be achieved through precise point positioning (PPP) technique [1]. PPP uses either un-differenced or between-satellite single difference carrier-frequency and pseudorange observations from a single receiver, in addition to precise orbit and clock products. PPP commonly employs un-differenced ionosphere-free linear combination of GPS observations. GPS often experiences poor satellite visibility or weak constellation geometry in urban areas. This limitation can be overcome through combining multi-constellation GNSS, which is not achieved by adding the additional measurements to existing GPS observation models. Inter-system biases exist, which must be taken into account in order to make effective use of the additional GNSS observation

Objectives
Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call