Abstract

Notwithstanding the interest in the three-surface concept shown by aircraft designers, this configuration was not thoroughly investigated in conjunction with the adoption of two-elevator surfaces, on both canard and tail. In fact, the inclusion of an additional elevator produces a redundant longitudinal control which can be specifically exploited to target trim optimization. The same redundancy can be also employed to improve the flying qualities of the three-surface aircraft. In this paper, after introducing a simple flight mechanics model, ideal for preliminary design and analyses, the advantages of this configuration are explored. Firstly, the problem of finding the elevator deflections of canard and tail for minimum drag in trim is formulated and solved. Secondarily, the updating of a two-surface back-tailed airplane into an equivalent three-surface one is demonstrated, showing the potential improvement in cruise performance. Finally, the controls are employed through a smart control law for achieving better flying qualities.

Highlights

  • To explore and demonstrate these possibilities, the present paper introduces a complete flight mechanics model for the longitudinal behavior of a three-surfaces aircraft, featuring trailing-edge elevators on both the canard and horizontal tail

  • The free response of the two-surface nominal aircraft is represented by triangles, whereas the free response of the updated optimal three-surface aircraft is represented by circles

  • An linear-quadratic regulator (LQR) controller has been designed based on state equation Equations (64a)–(64g), aimed at the stabilization of the free response of the optimal three-surface aircraft considered in the previous sections

Read more

Summary

Flight Mechanics Models for a Three-Surface Aircraft

As explained in the introduction, the present research deals with both static and dynamic performance of a three-surface aircraft. In order to develop the optimal analysis of trim in cruise, a characterization of the aircraft via a static model, based on lumped lift and aerodynamic moment components, is a required asset. A classical rigid model for longitudinal aircraft dynamics will be employed, modified to account for the presence of the canard elevator deflection.

Static Lumped Model for a Three-Surface Aircraft
Lift for a Three-Surface Aircraft
Drag and Polar for a Three-Surface Aircraft
Pitching Moment for a Three-Surface Aircraft
Model for the Longitudinal Dynamics of a Three-Surface Aircraft
Derivatives with Respect to the Angle of Attack α
Derivatives with Respect to Forward Velocity U
Derivatives with Respect to the Pitch Rate Q
Derivatives with Respect to the Time Rate of the Angle of Attack α
Control Derivatives
Minimum Drag Solution and Optimal Trimmed Polar
Optimization of Three-Surface Configuration for Maximum Lift-To-Drag Ratio
Flying Qualities and Control of a Three-Surface Aircraft
Control Scheme A
Results of Dynamics Reassignment with Scheme A
Control Scheme B
Results of Dynamics Reassignment with Scheme B
Conclusions and Outlook
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