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Developement Of A Batch Mode For Conduit And Its ... - Cal Poly

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constant, and the remaining stability derivatives. <strong>Of</strong> these categories, the control<br />

derivatives and time delays were the most critical. Since the rotor flap time constant was<br />

used in the calculation of the control derivatives, it was also considered important. Thus,<br />

these critical parameters were varied by adding and subtracting their 3σ deviations. All<br />

combinations of deviation were created as per the logic of Table 3, resulting in 20 cases.<br />

Table 3 - Variations of derivatives<br />

Case Parameter Sign (Parameter) Sign ( F )<br />

12 LFRS + +<br />

13 LFRS + -<br />

14 LFRS - +<br />

15 LFRS - -<br />

16 LFRC + +<br />

17 LFRC + -<br />

18 LFRC - +<br />

19 LFRC - -<br />

20 MFRS + +<br />

21 MFRS + -<br />

22 MFRS - +<br />

23 MFRS - -<br />

24 MFRC + +<br />

25 MFRC + -<br />

26 MFRC - +<br />

27 MFRC - -<br />

Case Parameter Sign (Parameter)<br />

28 RF (Time Delay) +<br />

29 RF (Time Delay) -<br />

30 L0 (Time Delay) +<br />

31 L0 (Time Delay) -<br />

114

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