PFR - Aerospace Engineering Sciences Senior Design Projects ...
PFR - Aerospace Engineering Sciences Senior Design Projects ...
PFR - Aerospace Engineering Sciences Senior Design Projects ...
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Project Final Report – CUDBF April 30 th , 2009<br />
ASEN 4028: <strong>Aerospace</strong> <strong>Senior</strong> <strong>Projects</strong><br />
From this equation, it was possible to determine a parameter’s influence on the total flight score<br />
by creating nominal values for each of the parameters and taking the partial derivative with<br />
respect to that particular design parameter. These nominal values are based on heuristics and are<br />
listed as follows:<br />
• 6 lb aircraft<br />
• 10 lb container<br />
• 2 lb transmitter<br />
• 14 lb payload<br />
• 10 sec load time<br />
• 30 sec assembly time<br />
• 120 sec flight time<br />
An example of this partial derivative of the flight score with respect to aircraft weight is shown<br />
in the following equation.<br />
Equation 7: Partial Derivative of the Flight Score with Respect to Aircraft Weight<br />
It was determined from the mission score sensitivity analysis that the assembly time of the<br />
aircraft was most sensitive to the overall score, followed by the load time, the aircraft weight and<br />
lastly the flight time. The results of the analysis can be seen in Table 2, and allowed the design<br />
to focus on maximizing the factors that most affect total overall score.<br />
Table 2: Mission Score Sensitivity Results<br />
Parameter Assembly Time Load Time Aircraft Weight Flight Time<br />
Percent Change -7.50 % -3.67 % -1.88 % -0.0488 %<br />
Order of Importance 1 st 2 nd 3 rd 4 th<br />
It is important to note that the drag of the aircraft was not counted for as a separate factor simply<br />
because the aircraft drag and weight are so closely related. More drag implies more thrust is<br />
needed for the aircraft to complete its mission. More thrust entails more batteries which in turn<br />
increase the overall system weight.<br />
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