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The Development of Neural Network Based System Identification ...

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3.4 FLIGHT INSTRUMENTATION SETUP FOR AUTOMATIC FLIGHT CONTROL TEST 69<br />

Figure 3.11<br />

Helicopter avionics and sensors on the test stand.<br />

rotary encoders instead <strong>of</strong> vision based localisation system was to avoid high development<br />

cost incurred from the use <strong>of</strong> high cost cameras [Vitzilaios and Tsourveloudis, 2009,<br />

Valenti et al., 2006, 2007].<br />

Figure 3.11 shows the arrangement <strong>of</strong> positioning and<br />

rotational sensors in the test stand. Two rotary encoders are attached at each joint <strong>of</strong><br />

arm 1 and 2 in the test stand. <strong>The</strong>se encoders are set to zero during the initialisation<br />

phase and produce signed numbers that indicate the current position relative to the<br />

initial position. A positive number gives a rotation reading that indicates movement to<br />

the left, and vice versa, a negative reading indicates movement to the right.<br />

Measuring the rotational displacement <strong>of</strong> the joints between the centre pivot and<br />

the first arm (θ 1 ), and the first and second arm (θ 2 ), gives the location <strong>of</strong> the helicopter<br />

in the XY plane. To calculate the XY coordinate <strong>of</strong> the helicopter relative to the base<br />

and initial position, the following equation is used:<br />

x = L 1 cos (θ 1 ) + L 2 cos (θ 1 + θ 2 ) (3.1)<br />

y = L 1 sin (θ 1 ) + L 2 sin (θ 1 + θ 2 ) (3.2)

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