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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 />

To determine the moment of inertia for the airfoil cross-section, a few assumptions were<br />

made. To simplify the cross-sectional shape, the foam was neglected and a thin-walled ellipse of<br />

balsa was selected as seen in Figure 55.<br />

Figure 55: Thin-Walled Ellipse<br />

Since the taper and sweep are not considered, the mean aerodynamic chord of 16.6 inches was<br />

selected as the semi-major axis. The semi-minor axis was defined as the airfoil thickness at the<br />

mean aerodynamic chord. The average thickness-to-chord ratio of 0.9 was used to give the semiminor<br />

axis a value of 0.375 inches (0.75 for the entire thickness). Using the balsa thickness of<br />

1/32 inch, Equation 26 produces the moment of inertia [23] of approximately 0.7 in 4 .<br />

= 4 1 + 3<br />

<br />

Equation 26: Moment of Inertial for Thin Walled Ellipse<br />

8.4.2 Wing Material Selection<br />

The wing design materials were selected to minimize overall weight while still meeting the<br />

minimum wing design-to-specifications. A foam-core made of EPS foam (Expanded<br />

Polystyrene Foam) was selected after the foam-core and skin composite construction technique<br />

was selected over the traditional rib and spar construction. Additional analysis was done in order<br />

to select an optimum skin material from balsa, fiber-glass, or carbon fiber. The most significant<br />

resource employed in the skin material selection process was a Young’s modulus vs. Density<br />

Ashby plot [24] .The two significant Ashby charts are displayed within Figure 56 and Figure 57,<br />

the balsa and composites Ashby charts respectively.<br />

84

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