CIFER®-MATLAB Interfaces: Development and ... - Cal Poly
CIFER®-MATLAB Interfaces: Development and ... - Cal Poly
CIFER®-MATLAB Interfaces: Development and ... - Cal Poly
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Figure 4.19: Lateral Velocity Perturbations, Flight Data<br />
The second <strong>and</strong> final consistency check on the flight data was for w calculations for pitching<br />
motion. Direct comparison of the two methods of calculation can be seen in Figure 4.20. Both<br />
calculated responses appear to have the same trend. For a more exact comparison of the measured<br />
data to the theoretical solution, Equation 4.8 can be rearranged to relate alpha, a z <strong>and</strong> q to 1/s as<br />
shown in Equation 4.12.<br />
U<br />
oα<br />
1<br />
=<br />
a + U q s<br />
z<br />
o<br />
[4.12]<br />
A series of frequency response arithmetic operations were used to generate the left side of<br />
Equation 4.12, which was then compared to the plot of 1/s as shown in Figure 4.21. Overall the<br />
data matches the 1/s value quite well. Discrepancies in the magnitude plots can be directly<br />
correlated to spikes in the coherence. The most noticeable difference occurs in the phase plot;<br />
there is a small phase offset from -90 o . The offset is fairly constant with frequency, which<br />
suggests a hysteresis effect. The result is typical of airboom measurements such as were used in<br />
the flight test, which tend to exhibit some amount of hysteresis.<br />
48