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

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Planetary Exploration Using Biomimetics<br />

An Entomopter <strong>for</strong> Flight on Mars<br />

investigated in previous works. The <strong>for</strong>mation of the LEV and its downstream convection have<br />

been investigated <strong>for</strong> α and Reynolds variations over a wide range. Results from the cases considered<br />

in this report indicate that by carefully choosing the Reynolds number regime and the<br />

wing kinematics during the wingbeat cycle, lift can be increased to meet the demands of a flapping-wing<br />

MAV design <strong>for</strong> operating in the Mars environment.<br />

3.3.1.8 Future<br />

CFD Work<br />

Future work on the<br />

CFD portion of<br />

Entomopter analysis<br />

could focus on<br />

improving the current<br />

model and<br />

comparing these<br />

results to experiments.<br />

Understanding<br />

low Reynolds<br />

number, high angleof-attack<br />

aerodynamics<br />

by conducting<br />

a coordinated<br />

CFD/experimental<br />

ef<strong>for</strong>t should be an<br />

important objective<br />

of future work.<br />

Improving the<br />

model would<br />

Figure 3-102: Wind Tunnel Flow Visualization Image of Flow Over a<br />

Thin Wing at High α. Flow is from Bottom to Top and Light Sheet<br />

Illumination from Left to Right. Trailing Edge Vortex is Clearly<br />

Visible.<br />

include a more detailed wing shape with thickness, wing bending, and more accurate flow conditions.<br />

The parameter space could be expanded to include larger ranges of flight speeds, flapping<br />

angles, flapping rates, and mass flow ejection rates. Experimental work would include PIV<br />

wind tunnel analysis of a flapping and/or pitching wing with CFD simulation results.<br />

3.3.2 Angle of Attack Analysis<br />

A key factor calculating the wing lift <strong>for</strong> the Entomopter is the angle of attack of the atmosphere<br />

relative to the wing. Because of the unsteady environment in which the wings operate, this angle<br />

of attack is not constant and will vary throughout each wing beat. The angle of attack is also<br />

affected by wing geometry and operating conditions, such as wing-beat frequency, wing length,<br />

maximum wing-flap angle, and <strong>for</strong>ward velocity of the vehicle.<br />

For this analysis an operating point was chosen based on the power-required analysis. The wing<br />

section length was chosen to be 0.6 m and the relative lifting capacity was chosen to be 1.5 kg<br />

(This is the amount of mass that can be lifted by the wings minus the wing mass). The wing<br />

velocity through one flap cycle is shown in Figure 3-103.<br />

112<br />

<strong>Phase</strong> <strong>II</strong> <strong>Final</strong> <strong>Report</strong>

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