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Phase II Final Report - NASA's Institute for Advanced Concepts

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Chapter 3.0 Vehicle Design<br />

3.3 Wing Aerodynamics<br />

Table 3-9: Design of Experiment Array (Continued)<br />

Run No. Span Velocity Frequency<br />

Plunge<br />

Amplitude<br />

Pitch<br />

Amplitude<br />

22 3.3 26 11 60 10<br />

23 3.3 20 6 60 10<br />

24 3.3 20 16 60 10<br />

25 3.3 20 11 45 10<br />

26 3.3 20 11 75 10<br />

27 3.3 20 11 60 8<br />

28 3.3 20 11 60 12<br />

The code written <strong>for</strong> analysis was executed <strong>for</strong> all 28 combinations to evaluate the response variables.<br />

The results <strong>for</strong> lift, moment and power are given in Figures 3-125, 3-126, and 3-127,<br />

respectively. These results can be used in many a ways. For example, keeping all the variables at<br />

fixed level <strong>for</strong> each dimension and just varying one variable can help determine the relation of a<br />

specific variable with the response variable. Also these results can be used to assess the optimum<br />

configuration in the design space. Also, a Multiple Analysis of Variance (MANOVA) can<br />

be per<strong>for</strong>med to evaluate the response variables as response surface equations (RSE) in terms of<br />

the control variables. Because a quadratic relation was assumed in each dimension, and a fractional<br />

factorial array was used, only first and second order main effects and first order interactions<br />

can be included in the RSEs. These RSEs, in addition to having these five variables, would<br />

still be time-dependant within each time period.<br />

143

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