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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e = δ − f<br />
[4.2]<br />
e δ f f<br />
= − = 1 −<br />
δ δ δ δ<br />
[4.3]<br />
Figure 4.7: Feedback Block Diagram<br />
Figure 4.8: Error Channel Verification<br />
Using the <strong>MATLAB</strong> version of CIFER ® ’s utility 8 for crossover characteristics, the feedback<br />
response to error in the lateral axis was analyzed. A time delay of 0.0402 was incorporated into<br />
the CIFER crossover analysis because the time delay was not present in the simulated flight<br />
recordings. This modification is not entirely correct because it puts the time delay over the entire<br />
system as opposed to just within the forward loop where it actually occurs. It is, however, a<br />
reasonable approximation. Table 4.1 shows the results from CIFER ® as compared in Unix <strong>and</strong><br />
from Matlab to those printed in the training course manual. There was no discrepancy between<br />
the two difference CIFER ® calculations.<br />
Table 4.1: Roll Gain/Phase Margin Results<br />
CIFER, From Unix CIFER, From <strong>MATLAB</strong> CONDUIT % Difference<br />
Margin Frequency Margin Frequency Margin Frequency Margin Frequency<br />
Gain (1) -10.67 0.41 -10.67 0.41 -10.3 0.48 3.57 13.18<br />
Gain (2) 22.84 13.54 22.84 13.54 24.42 14.85 6.47 8.82<br />
Phase 56.35 2.19 56.35 2.19 57.2 2.13 1.49 2.64<br />
38