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Scientific and Technical Aerospace Reports Volume 38 July 28, 2000

Scientific and Technical Aerospace Reports Volume 38 July 28, 2000

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<strong>2000</strong>0061433 Pisa Univ., Dipartimento di Ingegneria Aerospaziale, Italy<br />

Aerodynamics for MDO of an Innovative Configuration<br />

Bernardini, G., Pisa Univ., Italy; Frediana, A., Pisa Univ., Italy; Morino, L., Rome Univ., Italy; Aerodynamic Design <strong>and</strong> Optimisation<br />

of Flight Vehicles in a Concurrent Multi-Disciplinary Environment; June <strong>2000</strong>, pp. 16-1 - 16-11; In English; See also<br />

<strong>2000</strong>0061419; Copyright Waived; Avail: CASI; A03, Hardcopy<br />

A numerical methodology for the evaluation of aero-dynamic loads acting on a complex lifting configuration is presented.<br />

The work is limited to the case of attached high-Reynolds number flows. A viscous/potential interaction technique is utilized to<br />

take into account the effects of the viscosity. For the potential-flow analysis, a boundary element formulation is used; for simplicity,<br />

only incompressible flows are examined. The theoretical basis of the present methodology is briefly described. Comparisons<br />

with available, numerical <strong>and</strong> experimental results are included.<br />

Author<br />

Aerodynamic Loads; Numerical Analysis; Evaluation; Loads (Forces)<br />

<strong>2000</strong>0061443 Synaps Ingenieur-Gesellschaft m.b.H., Bremen, Germany<br />

A Conceptual Design Methodology to Predict the Wave Drag of a Transonic Wing<br />

Kribler, T., Synaps Ingenieur-Gesellschaft m.b.H., Germany; Aerodynamic Design <strong>and</strong> Optimisation of Flight Vehicles in a Concurrent<br />

Multi-Disciplinary Environment; June <strong>2000</strong>, pp. 27-1 - 27-8; In English; See also <strong>2000</strong>0061419; Copyright Waived; Avail:<br />

CASI; A02, Hardcopy<br />

A conceptual design methodology to predict the wave drag of a transonic wing for use within multidisciplinary aircraft design<br />

was developed. to achieve this, a database of cross section designs optimized with respect to total drag was set up varying the<br />

design parameters Ma, t/c, C(sub L) <strong>and</strong> Re. Mathematical formulations for the aerodynamic cross section characteristics total<br />

drag, viscous drag <strong>and</strong> the local shock location were derived from the database as functions of the design parameters. The cross<br />

section wave drag was then derived using these formulations. A locally infinite swept wing is assumed <strong>and</strong> simple sweep theory<br />

using the shock sweep angle is used to transform the wave drag. The wave drag of a 3-D wing is predicted summing locally infinite<br />

swept wing sections in spanwise direction. The achieved drag prediction is accurate enough for use within conceptual aircraft<br />

design <strong>and</strong> predicts well the trends in wave drag development as a function of the design parameters Ma, t/c, C(sub L), Re <strong>and</strong><br />

the wing planform.<br />

Author<br />

Aircraft Design; Design Analysis; Wave Drag; Transonic Flow; Wing Planforms<br />

<strong>2000</strong>0061444 Florida Univ., Dept. of <strong>Aerospace</strong> Engineering, Mechanics <strong>and</strong> Engineering Science, Gainesville, FL USA<br />

Airfoil <strong>and</strong> Wing Planform Optimization for Micro Air Vehicles<br />

Sloan, J. G., Florida Univ., USA; Shyy, W., Florida Univ., USA; Haftka, R. T., Florida Univ., USA; Aerodynamic Design <strong>and</strong><br />

Optimisation of Flight Vehicles in a Concurrent Multi-Disciplinary Environment; June <strong>2000</strong>, pp. <strong>28</strong>-1 - <strong>28</strong>-14; In English; See<br />

also <strong>2000</strong>0061419; Copyright Waived; Avail: CASI; A03, Hardcopy<br />

Low Reynolds number flight for micro air vehicles (microAVs) suffers from laminar separation resulting in reduced lift <strong>and</strong><br />

increased drag. The objective of the present work is to use the response surface methodology (RSM) to identify correlations<br />

between the airfoil <strong>and</strong> the wing planform to facilitate a two-level optimization procedure in which an optimized airfoil <strong>and</strong> wing<br />

planform are reached simultaneously. Several approaches have been considered in this work. A constant cross-section wing is<br />

modeled with maximum camber, y(sub c), maximum thickness, y(sub t) <strong>and</strong> aspect ratio,AR, as design variables at two different<br />

Reynolds numbers of 8.0 x 10(exp 4) <strong>and</strong> 2.0 x 10(exp 5). This is done to determine how the optimal airfoil may change for different<br />

aspect ratios <strong>and</strong> Reynolds numbers. A variable cross-section wing defined by root camber <strong>and</strong> angle-of-attack <strong>and</strong> tip camber<br />

<strong>and</strong> angle-of-attack is modeled in order to determine how the optimal airfoil may change from the root to the tip of the wing. Due<br />

to the size restrictions on microAVs, a fixed-span approach is used to model an aircraft subject to the constraints of steady flight<br />

with the aspect ratio <strong>and</strong> camber as design variables. This third approach balances trade-offs between wing area, aspect ratio, <strong>and</strong><br />

Reynolds number in determining the overall flight efficiency. Optimal airfoils exhibit characteristics which change little with wing<br />

aspect ratio or location on the wing planform. There appears to be a trend of increasing optimal camber with decreasing Reynolds<br />

number. While the optimal design seems to favor airfoils with minimum thickness <strong>and</strong> relatively modest camber of about 4 to 5%<br />

of the chord, a higher camber may be a better choice if higher lift coefficient at minimum power is used as a design goal. Measurements<br />

of both the global <strong>and</strong> the local response surface prediction accuracy combined with design space refinement help to assess<br />

the reliability of the response surface approximations <strong>and</strong> optimal design predictions.<br />

Author<br />

Airfoils; Wing Planforms; Optimization; Camber; Design Analysis; Low Reynolds Number<br />

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