A technique for predicting pilot model parameters using inverse simulation

Aeronautical Journal

Volumn 105, Issue 1044, 2001, Pages 97-103

  Leacock, G R ^a   Thomson, D G ^a  

^a UNIVERSITY OF GLASGOW   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0346402785     PISSN: 00019240     EISSN: None     Source Type: Journal    
DOI: 10.1017/S000192400001157X     Document Type: Article

References (14)

1. MCRUER, D.T. and GRAHAM, D. Pilot-vehicle control system analysis, 1963, AIAA Guidance and Control Conference, Cambridge, Mass, 12-14 August, 1963.
2. GERLACH, O.H. Developments in mathematical models of human pilot behaviour, Aeronaut J. 1977, 81, (775), pp 293-305.
3. INNOCENTI, M. and MINCIOTTI, R.L. Pilot modelling techniques for the analysis of aircraft linear dynamic behaviour, Aeronaut J. May 1990 94, (931) pp 153-164.
4. THOMSON, D.G. and BRADLEY R. Development and verification of an algorithm for helicopter inverse simulation, Vertica, 1990, 14, (2).
5. THOMSON, D.G. and BRADLEY R. The principles and practical applications of helicopter inverse simulation, Simulation: Practice and Theory Int J Fed European Simulation Societies, 1998, (6).
6. ANON Aeronautical Design Standard, (ADS 33D): Handling qualities for military rotorcraft, July 1994, US Army and Troop Command.
7. THOMSON, D.G. and BRADLEY R. The use of inverse simulation for preliminary assessment of helicopter handling qualities, Aeronaut J. Aug/Sept, 1997, 101, (1007), pp 287-294.
8. MCRUER, D.T. and KRENDEL, E.S. Mathematical models of human pilot behaviour, Ardograph, 1974, (188).
9. MCRUER, D.T., GRAHAM D. and KRENDEL E.S. Manual control of single loop systems, J Franklin Institute, 1967, 283 (182) pp 1-29, 145-68.
10. PAUSDER, H.J. and JORDAN D. Handling qualities evaluation of helicopters with different stability and control characteristics, Vertica, 1976, 1, pp 125-34.
11. PADFIELD, D.G. Helicopter Flight Dynamics: The Theory and Application of Flying Qualities and Simulation Modelling, 1995, Blackwell Science, Cambridge.
12. THOMSON, D.G. and BRADLEY R. Mathematical definition of helicopter manoeuvres, Oct 1997, J Ameri Heli Soc, 42, (4).
13. CELI, R. Optimisation-based inverse simulation of a helicopter slalom manoeuvre, Sep 1999, Paper H12, 25th European Rotorcraft Forum, Rome.
14. GRACE, A. Optimisation Toolbox for use with Matlab. User's Guide, 1992, The Math Works.