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The Development of Neural Network Based System Identification ...

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4 CHAPTER 1 INTRODUCTION<br />

is then designed for each different flight condition such as hovering flight or forward<br />

flight at different velocities. Since we have multiple controllers that provide satisfactory<br />

control for different operating points, gain scheduling approach is used to determine<br />

the current flight operating region and to activate the appropriate linear controller.<br />

Several measured variables from the on-board instrumentation such as airspeed, dynamic<br />

pressure or altitude can be used to trigger a specific linear controller relative to the<br />

current flight operating region. However, such control technique suffers performance<br />

degradation when performing large amplitude manoeuvres [Mettler, 2003, Kendoul,<br />

2012, Valavanis, 2007]. Furthermore, a scheduling control method can results in a<br />

control signal that jumps to different values at each model transition. This effect needs<br />

to be reduced in practice as the sudden increase in the control action can result in<br />

dangerous sudden movement <strong>of</strong> the helicopter [Joelianto et al., 2011]. In addition to<br />

limitation <strong>of</strong> linear approaches, the control problem becomes much more challenging<br />

to solve as the operation <strong>of</strong> the helicopter also exposes them to varying atmospheric<br />

disturbance.<br />

Numerous advanced non-linear controllers such as feedback linearisation, adaptive<br />

control and non-linear model based approaches have been suggested in the literature to<br />

overcome the limitation <strong>of</strong> linear approaches with successful implementation in real flight<br />

tests [Kendoul, 2012, Cai et al., 2010]. Kendoul [2012] further argues that even though<br />

numerous advanced non-linear control approaches were proposed to improve the AFCS<br />

performance, significant improvement in flying capabilities has not been achieved with<br />

the non-linear controllers when compared with standard linear controllers. This is due to<br />

the fact that the linear controllers such as the widely used PID, LQR and H ∞ methods<br />

are robust and mature enough for the helicopter based control application. However,<br />

Kendoul [2012] in his review proposed that certain aspects <strong>of</strong> AFCS development can be<br />

further investigated and improved. <strong>The</strong> lists <strong>of</strong> AFCS developments that are required<br />

for further improvement are given as follows:<br />

• <strong>The</strong> development <strong>of</strong> a general purpose, flexible and self-tunable flight controller<br />

that can be deployed into different UAV airframes in a shorter development time.<br />

Such a controller design should include an adaptation mechanism to the internal

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