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Improved Transversal Polar Navigation Mechanism for Strapdown INS using Ellipsoidal Earth Model

Published online by Cambridge University Press:  26 June 2018

Fangjun Qin*
Affiliation:
(Department of Navigation Engineering, Naval University of Engineering, Wuhan, China)
Lubin Chang
Affiliation:
(Department of Navigation Engineering, Naval University of Engineering, Wuhan, China)
An Li
Affiliation:
(Department of Navigation Engineering, Naval University of Engineering, Wuhan, China)
*

Abstract

As the geographical meridians converge rapidly, traditional inertial navigation methods fail in the polar regions. Classic transversal navigation methods can address the problem by transversal rotation of the original north and south poles, but this can introduce errors based on the spherical Earth model. To reduce the principle errors, some fruitful research work using an ellipsoidal Earth model has been done. Under the ellipsoid Earth model, transversal navigation for polar region becomes a complex coupling problem. Considering the coupling of the three-dimensional motion, a more rigorous mechanism for transversal navigation using an ellipsoidal Earth model is proposed. Starting from the relationship between Euclidean coordinates and spherical coordinates, the main equations of transversal polar navigation based on an ellipsoidal Earth model are derived in detail. Complete mechanical arrangements of attitude, position and velocity calculation are presented. The new derivation in this paper completely avoids solving the ellipsoidal radius. Numerical results indicate that the proposed transversal navigation mechanism can outperform the traditional method, especially in the condition of vertical motion.

Type
Research Article
Copyright
Copyright © The Royal Institute of Navigation 2018 

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References

REFERENCES

Bekir, E. (2007). Introduction to Modern Navigation Systems. World Scientific Publishing Co Pte Ltd.Google Scholar
Broxmeyer, C. (1964). Inertial Navigation System. New York, McGraw-Hill.Google Scholar
Li, Q., Ben, Y.Y. and Yu, F. (2015). System reset of transversal strapdown INS for ship in polar region. Measurement, 60(1), 247257.Google Scholar
Li, Q., Ben, Y.Y., Sun, F. and Huo, L. (2014a). Transversal Strapdown INS and Damping Technology for Marine in Polar Region. Proceedings of IEEE/ION Position, Location and Navigation Symposium, Monterey, California, 13651370.Google Scholar
Li, Q., Ben, Y.Y., Yu, F. and Tan, J. (2016). Transversal Strapdown INS based on Reference Ellipsoid for Vehicle in Polar Region. IEEE Transactions on Vehicular Technology, 65(9), 77917795.Google Scholar
Li, Q., Sun, F., Ben, Y.Y. and Yu, F. (2014b). Transversal strapdown INS and damping design in polar region. Systems Engineering and Electronics, 36(12), 24962503.Google Scholar
Lyon, W.K. (1984). The Navigation of Arctic Polar Submarines. Journal of Navigation, 37(2), 155179.Google Scholar
Naumann, J. (2011). Grid Navigation with Polar Stereographic Charts. European Journal of Navigation, 9(1), 48.Google Scholar
Pedersen, E.S. (1960). Self-contained Polar Navigation. Journal of Navigation, 13(1), 7678.Google Scholar
Tang, Y.G., Wu, Y.X. and Wu, M.P. (2009). INS/GPS Integration: Global Observability Analysis. IEEE Transactions on Vehicular Technology, 58(3), 11291142.Google Scholar
Titterton, D.H. and Weston, J.L. (2014). Strapdown Inertial Navigation Technology. AIAA.Google Scholar
Watland, D.R. and Ariz, P. (1995). Orthogonal Polar Coordinate System to Accommodate Polar Navigation. United States Patent: 5448486.Google Scholar
Yao, Y.Q., Xu, X.S., Li, Y, Liu,Y.T., Sun, J. and Tong, J.W. (2016). Transverse Navigation under the Ellipsoidal Earth Model and its Performance in both Polar and Non-polar areas. Journal of Navigation, 69, 335352.Google Scholar
Zhao, Y.W. (2017). Applying Time-Differenced Carrier Phase in Non-Differential GPS/IMU Tightly-Coupled Navigation Systems to Improve the Positioning Performance. IEEE Transactions on Vehicular Technology, 66(2), 9921003.Google Scholar