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Aircraft Automatic Landing Systems Using GPS

Published online by Cambridge University Press:  21 October 2009

Abstract

This paper is based on a presentation made at the IAIN International Navigation Congress held in Sydney, Australia, in February 1988.

The global positioning system (GPS) offers a new opportunity for the automation of aircraft landing systems. The position and velocity measurements provided by a state-of-the-art GPS receiver using the C/A code and working in a normal or differential mode (D-GPS) and aided by one or two ground-based PseudoLites (PLS), may be able to satisfy the landing accuracy requirements of the FA A.

This paper describes the design and simulation of an aircraft automatic landing system. Aircraft position and velocity are assumed to be measured using a (carrier-tracking) GPS receiver. The hypothesized capability is based on measurements taken at Stanford and elsewhere, using the Trimble 4000SX, five-channel receiver in an integrated-doppler-aiding mode. For some of the autopilot designs, either ground-based GPS transmitters (pseudolites) or a radar altimeter have also been incorporated.

Included in the landing simulations are wind shears and a gust model, creating realistic landing situations. The performances of the lateral and vertical displacements are presented with their 1σ r.m.s. estimation errors during the glide-slope and flare phases. Included are different wind conditions, GPS configurations and controllers. The results are compared with the FAA requirements for various categories of automatic landing systems.

Type
Research Article
Copyright
Copyright © The Royal Institute of Navigation 1989

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References

REFERENCES

1Beser, J. and Parkinson, B. W. (1982). The application of Navstar differential GPS in the civilian community. Navigation, 29, 107.CrossRefGoogle Scholar
2Parkinson, B. W. and Fitzgibbon, K. T. (1986). Optimal locations of pseudolites for differential GPS. Navigation, 33, 259.CrossRefGoogle Scholar
3Holley, W. E. and Bryson, A. E. (1973). MIMO Regulator design for constant disturbances and non-zero set points with applications to automatic landing in a crosswind. SUDAAR, No. 465. California, USA: Stanford University.Google Scholar
4Bryson, A. E. and Ho, Y. C. (1975). Applied Optimal Control. USA: Hemisphere Publishing Company.Google Scholar
5Gelb, A. (1974). Applied Optimal Estimation. Cambridge, Mass: MIT Press.Google Scholar
6Stengel, R. F. (1986). Stochastic Optimal Control. John Wiley.Google Scholar
7Etkin, B. (1972). Dynamics of Atmospheric Flight. John Wiley.Google Scholar
8Roskan, J. (1972). Airplane Flight Dynamics and Automatic Flight Control. USA: The University of Kansas.Google Scholar
9Bryson, A. E. (1986). Handouts and Notes from the AA271B Course. California, USA: Stanford University.Google Scholar
10Fitzgibbon, K. T. (1987). Aircraft Automatic Landing Systems Using GPS. California, USA: Stanford University.Google Scholar