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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 />

expensive to simulate on Earth. Additionally, the fundamental basis of the Navier-Stokes equations<br />

(Reynolds-averaged) tightly couples CFD to physics.<br />

The ability to acquire the data from the time history of unsteady <strong>for</strong>ces and vortex <strong>for</strong>mation on<br />

the wing is extremely important and has been demonstrated in this report. The Entomopter vehicle<br />

design hinges on whether or not the wings can generate sufficient lift and have an acceptable<br />

lift-to-drag ratio.<br />

This section will address computations with the CFD codes WIND and FLUENT, as well as<br />

codes from Metacomp Technologies, Inc., presented in chronological order. Three-dimensional<br />

cases with blowing were simulated initially using WIND to determine if aerodynamic per<strong>for</strong>mance<br />

can be enhanced by surface blowing. Cases showing the effect of blowing tangential to<br />

the trailing edge surface are presented. Animations of the resulting flow fields show the effect of<br />

blowing. A major part of the ef<strong>for</strong>t at the University of Missouri-Rolla (UMR) with FLUENT<br />

has been to design the airfoil section and the 3D plan<strong>for</strong>m to mimic the aerodynamic attributes<br />

of a typical insect wing. A cicada wing was analyzed <strong>for</strong> its aerodynamic parameters, such as<br />

camber, thickness, plan<strong>for</strong>m, structural attributes, and role of the hind wing. Extensive literature<br />

review was conducted on the aerodynamic aspects of insect flight and the current status of<br />

insect-derived MAV design. A series of two-dimensional studies was conducted using FLUENT<br />

to optimize airfoil section parameters, such as thickness and camber, and to establish leading<br />

edge vortex (LEV) behavior. Reynolds number was varied by a factor of 10, and the resulting<br />

flow fields have been analyzed. A small thickness, cambered three-dimensional wing was<br />

designed <strong>for</strong> the work in progress on flapping wing simulations. Understanding low Reynolds<br />

unsteady aerodynamics and controlling wing kinematics during the stroke cycle have been identified<br />

as key topics <strong>for</strong> the continuing Entomopter CFD work.<br />

3.3.1.2 Entomopter Wing CFD Analysis: WIND<br />

Preliminary CFD calculations were conducted with WIND Version 3 Code [283], a product of<br />

the NPARC Alliance, a partnership between NASA Glenn Research Center (GRC) and Arnold<br />

Engineering Development Center (AEDC) dedicated to the establishment of a national, applications-oriented<br />

flow-simulation capability. WIND solves the Reynolds-averaged Navier-Stokes<br />

equations, along with supporting equation sets governing turbulent and chemically reactive<br />

flows.<br />

Calculations with WIND were completed early in the project to get some idea of the complexity<br />

and physics associated with a sinusoidally oscillating airfoil with tangential blowing. Although<br />

the sinusoidal flapping motion did not physically represent the actual motion of the Entomopter<br />

wing, purely sinusoidal flapping runs were important in understanding basic vortex creation and<br />

convection over the airfoil, which ultimately drives the aerodynamics and wing lift.<br />

Both steady and unsteady computations with an oscillating inflow and blowing (mass ejection at<br />

the wing tips) were completed to assess the code's ability to handle this very demanding flow<br />

field, which includes a very low Mach number inflow, with sinusoidal oscillation to simulate<br />

flapping motion, and mass ejection on the outer wing panels to simulate blowing. Blowing is<br />

used to entrain lower energy boundary-layer air and reenergize it with higher energy air,<br />

decreasing the tendency <strong>for</strong> the flow to separate and thereby increasing circulation. This, along<br />

66<br />

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

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