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CIFER®-MATLAB Interfaces: Development and ... - Cal Poly

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Table 4.4: Full Range RMS Values<br />

Flight:<br />

Sim:<br />

AIL 6.05 9.07<br />

P 0.350 0.330<br />

ELE 2.66 3.98<br />

Q 0.193 0.281<br />

RUD 2.36 2.94<br />

R 0.064 0.075<br />

WHL 1.10 1.77<br />

R 0.064 0.075<br />

Beta 0.047 none<br />

The RMS values for the aileron, elevator, <strong>and</strong> wheel inputs from the simulation are higher in<br />

magnitude than the flight RMS. The likely explanation is that the simulation operators gave larger<br />

inputs to the control system than the flight operators to the flight test. The rudder RMS values<br />

compare more closely between flight <strong>and</strong> simulation, however simulation is still larger in<br />

magnitude. The RMS comparisons of the pitch <strong>and</strong> yaw rates have the same trend as their<br />

respective inputs. The values for the roll rate are almost the same, which is not consistent to the<br />

difference in the magnitudes of the aileron inputs.<br />

Figure 4.22 shows the comparison between the flight <strong>and</strong> simulation roll rate responses. For<br />

additional comparison, Figure 4.23 shows the same comparison in the pitch axis. The results for<br />

the roll axis show a discrepancy in magnitude which could be due to the x-axis moment of inertia<br />

estimated too large or the aileron control power derivative being estimated too small in the<br />

simulation. Additionally, the phase roll-off is steeper at high frequency for the simulation which<br />

suggests there might be a time delay error. The pitch response also shows an anomaly in the<br />

phase slope at high frequency, which could be a time delay error as well.<br />

50

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