Issue 10 Volume 41 May 16, 2003
Issue 10 Volume 41 May 16, 2003
Issue 10 Volume 41 May 16, 2003
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<strong>2003</strong>0032495 NASA Glenn Research Center, Cleveland, OH, USA<br />
A Wind Tunnel Study of Icing Effects on a Business Jet Airfoil<br />
Addy, Harlod E., Jr.; Broeren, Andy P.; Zoeckler, Joesph G.; Lee, Sam; February <strong>2003</strong>; 22 pp.; In English; <strong>41</strong>st Aerospace<br />
Sciences Meeting and Exhibit, 6-9 Jan. <strong>2003</strong>, Reno, NV, USA; Original contains black and white illustrations<br />
Contract(s)/Grant(s): WBS-22-708-20-02<br />
Report No.(s): NASA/TM-<strong>2003</strong>-212124; NAS 1.15:212124; E-13776; AIAA Paper <strong>2003</strong>-0727; No Copyright; Avail: CASI;<br />
A03, Hardcopy<br />
Aerodynamic wind tunnel tests were conducted to study the effects of various ice accretions on the aerodynamic<br />
performance of a 36-inch chord, two-dimensional business jet airfoil. Eight different ice shape configurations were tested. Four<br />
were castings made from molds of ice shapes accreted in an icing wind tunnel. Two were made using computationally<br />
smoothed tracings of two of the ice shapes accreted in the icing tunnel. These smoothed profiles were then extended in the<br />
spanwise direction to form a two-dimensional ice shape. The final two configurations were formed by applying grit to the<br />
smoothed ice shapes. The ice shapes resulted in as much as 48\% reduction in maximum lift coefficient from that of the clean<br />
airfoil. Large increases in drag and changes in pitching moment were also observed. The castings and their corresponding<br />
smoothed counterparts yielded similar results. Little change in performance was observed with the addition of grit to the<br />
smoothed ice shapes. Changes in the Reynolds number (from 3 x <strong>10</strong>(exp 6) to <strong>10</strong>.5 x <strong>10</strong>(exp 6) and Mach number (from 0.12<br />
to 0.28) did not significantly affect the iced-airfoil performance coefficients.<br />
Author<br />
Airfoils; Wind Tunnel Tests; Aircraft Icing; Jet Aircraft; Aerodynamic Characteristics<br />
<strong>2003</strong>0032536 Georgia Inst. of Tech., Atlanta, GA, USA<br />
Large-Eddy/Lattice Boltzmann Simulations of Micro-Blowing Strategies for Subsonic and Supersonic Drag Control<br />
Hwang, Danny P., Technical Monitor; Menon, Suresh; March <strong>2003</strong>; 29 pp.; In English; Original contains color illustrations<br />
Contract(s)/Grant(s): NAG3-2653; WU 708-87-23<br />
Report No.(s): NASA/CR-<strong>2003</strong>-212196; E-13799; NAS 1.26:212196; CCL-02-004; No Copyright; Avail: CASI; A03,<br />
Hardcopy<br />
This report summarizes the progress made in the first 8 to 9 months of this research. The Lattice Boltzmann Equation<br />
(LBE) methodology for Large-eddy Simulations (LES) of microblowing has been validated using a jet-in-crossflow test<br />
configuration. In this study, the flow intake is also simulated to allow the interaction to occur naturally. The Lattice Boltzmann<br />
Equation Large-eddy Simulations (LBELES) approach is capable of capturing not only the flow features associated with the<br />
flow, such as hairpin vortices and recirculation behind the jet, but also is able to show better agreement with experiments when<br />
compared to previous RANS predictions. The LBELES is shown to be computationally very efficient and therefore, a viable<br />
method for simulating the injection process. Two strategies have been developed to simulate multi-hole injection process as<br />
in the experiment. In order to allow natural interaction between the injected fluid and the primary stream, the flow intakes for<br />
all the holes have to be simulated. The LBE method is computationally efficient but is still 3D in nature and therefore, there<br />
may be some computational penalty. In order to study a large number or holes, a new 1D subgrid model has been developed<br />
that will simulate a reduced form of the Navier-Stokes equation in these holes.<br />
Author<br />
Aerodynamic Drag; Large Eddy Simulation; Boltzmann Distribution; Supersonic Drag; Subsonic Speed; Boltzmann Transport<br />
Equation; Subsonic Flow; Vortices; Cross Flow; Drag Reduction<br />
<strong>2003</strong>0032963 Virginia Polytechnic Inst. and State Univ., Blacksburg, VA, USA<br />
An Experimental Investigation of Unsteady Surface Pressure on an Airfoil in Turbulence<br />
Mish, Patrick F.; Devenport, William J.; March 31, <strong>2003</strong>; 228 pp.; In English; Original contains color illustrations<br />
Contract(s)/Grant(s): NAG-1-2272; No Copyright; Avail: CASI; C01, CD-ROM; A11, Hardcopy<br />
Measurements of fluctuating surface pressure were made on a NACA 0015 airfoil immersed in grid generated turbulence.<br />
The airfoil model has a2ftchord and spans the 6 ft Virginia Tech Stability Wind Tunnel test section. Two grids were used<br />
to investigate the effects of turbulence length scale on the surface pressure response. A large grid which produced turbulence<br />
with an integral scale 13\% of the chord and a smaller grid which produced turbulence with an integral scale 1.3\% of the<br />
chord. Measurements were performed at angles of attack, alpha from 0 to 20 . An array of microphones mounted subsurface<br />
was used to measure the unsteady surface pressure. The goal of this measurement was to characterize the effects of angle of<br />
attack on the inviscid response. Lift spectra calculated from pressure measurements at each angle of attack revealed two<br />
distinct interaction regions; for omega(sub r) = omega b / U(sub infinity) is less than <strong>10</strong> a reduction in unsteady lift of up to<br />
7 decibels (dB) occurs while an increase occurs for omega(sub r) is greater than <strong>10</strong> as the angle of attack is increased. The<br />
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