UWE Bristol Engineering showcase 2015
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Elisha Nyakabau<br />
Beng Aerospace Systems <strong>Engineering</strong><br />
Project Supervisor<br />
Nigel Gunton<br />
An Investigation into Auto-Stabilisation of a Helicopter<br />
This project looks at the creation of an automatic stabilisation system for a helicopter, a single rotor helicopter to be specific. The<br />
behaviour of helicopters is complex and understanding the mechanisms at work requires numerical modelling and simulation, only<br />
through this can the flying qualities and stability be identified. Once identified can an augmentation system be designed to stabilise<br />
the aircraft and improve the handling qualities.<br />
Project summary<br />
Creation of a mathematical model for simulation<br />
Analysis of dynamic stability at different flight<br />
conditions<br />
Design and testing of a linearized feedback<br />
controller<br />
Assessment of helicopter stabilisation methods<br />
An understanding of control theory is required to be able to create an<br />
automatic flight controller that is capable of trimming the aircraft in a wide<br />
range of flight modes such as hover where a helicopter is most unstable. The<br />
project covers some of the basic control theory required before undertaking<br />
the design of such a controller.<br />
2 Column Grid<br />
Type Spec: Calibri 24pt,<br />
Align Left,<br />
(Bold for headings medium for paragraphs of text). Space for your research,<br />
theory, experiments, analysis, simulations, pictures, tables, diagrams,<br />
flowcharts, text<br />
Project Objectives<br />
To first gain an understanding of helicopter flight<br />
dynamics and simulation modelling<br />
Creation of a validated dynamic model of a<br />
helicopter using Simulink<br />
Trim and Linearization of the model<br />
Asses the dynamics of the helicopter<br />
Use classic feedback control techniques to develop a<br />
linear controller<br />
The Modelling<br />
The software used for modelling is<br />
Simulink and Matlab. The model<br />
used is based on Nasa single rotor<br />
helicopter model.<br />
The Helicopter<br />
The simulation model is configured<br />
to the Bell AH-1G Huey Cobra.<br />
The Huey Cobra is a 2 bladed<br />
military helicopter and has been in<br />
service since 1971.<br />
Project Conclusion<br />
Modelled and Simulated a Bell AH-1 Helicopter.<br />
Designed and simulated a working Stability<br />
Augumentation System (SAS) with ATT (Attitude<br />
Retention System)<br />
SAS<br />
The Stability Augmentation System is modelled<br />
using full state feedback (pole placement). Linear<br />
Quadratic Regulation (LQR) used to gain the<br />
optimal gain matrix K which is used to close the<br />
loop<br />
ATT<br />
Attitude Retention System, forms the outer loop of<br />
the linearized controller and provides flight modes<br />
for the pilot such as Attitude hold and Altitude<br />
hold.<br />
Displacement<br />
Lateral displacement due to random velocity disturbances at 104 kts with SAS<br />
0.08<br />
Lateral Displacement (ft)<br />
0.06<br />
0.04<br />
0.02<br />
0<br />
-0.02<br />
-0.04<br />
-0.06<br />
-0.08<br />
-0.1<br />
-0.12<br />
0 20 40 60 80 100 120 140 160 180 200<br />
Time (t)