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NASA Scientific and Technical Aerospace Reports

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An efficient methodology is presented for defining a class of airplane configurations. Inclusive in this definition are<br />

surface grids, volume grids, <strong>and</strong> grid sensitivity. A small set of design parameters <strong>and</strong> grid control parameters govern the<br />

process. The general airplane configuration has wing, fuselage, vertical tail, horizontal tail, <strong>and</strong> canard components. The wing,<br />

tail, <strong>and</strong> canard components are manifested by solving a fourth-order partial differential equation subject to Dirichlet <strong>and</strong><br />

Neumann boundary conditions. The design variables are incorporated into the boundary conditions, <strong>and</strong> the solution is<br />

expressed as a Fourier series. The fuselage has circular cross section, <strong>and</strong> the radius is an algebraic function of four design<br />

parameters <strong>and</strong> an independent computational variable. Volume grids are obtained through an application of the Control Point<br />

Form method. Grid sensitivity is obtained by applying the automatic differentiation precompiler ADIFOR to software for the<br />

grid generation. The computed surface grids, volume grids, <strong>and</strong> sensitivity derivatives are suitable for a wide range of<br />

Computational Fluid Dynamics simulation <strong>and</strong> configuration optimizations.<br />

Author<br />

Aircraft Configurations; Computational Fluid Dynamics; Grid Generation (Mathematics); Independent Variables<br />

20040111297 <strong>NASA</strong> Langley Research Center, Hampton, VA, USA<br />

Hypersonic Aerodynamic Characteristics of a Proposed Single-Stage-To-Orbit Vehicle<br />

Weilmuenster, K. James; Gnoffo, P. A.; Greene, F. A.; Riley, C. J.; Hamilton, H. H., II; Alter, S. J.; [1995]; 14 pp.; In English<br />

Report No.(s): AIAA Paper 95-1850; Copyright; Avail: CASI; A03, Hardcopy<br />

The hypersonic aerodynamic characteristics of a winged body concept representing a c<strong>and</strong>idate single- stage-to-orbit<br />

vehicle which features wing tip fin controllers <strong>and</strong> elevon/body flap control surfa’Fs are predicted at points along a nominal<br />

trajectory for Mach numbers from 5 to 27 <strong>and</strong> angles of attack from 19 to 32 degrees. Predictions are derived from surface<br />

properties based on flow solvers for inviscid <strong>and</strong> viscous, laminar flows acting as a perfect gas, as a gas in chemical<br />

equilibrium <strong>and</strong> as a gas in chemical non- equilibrium. At a Mach number of 22, the lateral aerodynamic characteristics of<br />

the vehicle are determined based on an inviscid analysis at side slip angles of 2 <strong>and</strong> 4 degrees <strong>and</strong> 32 degrees angle of attack;<br />

a viscous analysis was carried out to determine the effect of gas chemistry model on surface pressure <strong>and</strong> to determine the<br />

incremental aerodynamics for control surface deflections. The results show that the longitudinal pitch characteristics of the<br />

baseline configuration, i.e., zero control surface deflections, are significantly altered by real gas chemistry at angles of attack<br />

greater than 30 degrees <strong>and</strong> Mach numbers greater than 9; <strong>and</strong>, that aerodynamics derived from inviscid solutions are of<br />

sufficient accuracy for preliminary analysis. Also, it is shown that a Mach number of 22, the choice of gas chemistry model<br />

has a large impact on surface pressure levels at highly localized regions on the vehicle <strong>and</strong> that the vehicle can be trimmed<br />

at control surface deflections less than 11 degrees.<br />

Author<br />

Aerodynamic Characteristics; Single Stage to Orbit Vehicles; Hypersonic Flight; Body-Wing Configurations; Computational<br />

Fluid Dynamics<br />

20040111302 <strong>NASA</strong> Langley Research Center, Hampton, VA, USA<br />

Summary of a Crew-Centered Flight Deck Design Philosophy for High-Speed Civil Transport (HSCT) Aircraft<br />

Palmer, Michael T.; Rogers, William H.; Press, Hayes N.; Latorella, Kara A.; Abbott, Terence S.; [1995]; 6 pp.; In English;<br />

Copyright; Avail: CASI; A02, Hardcopy<br />

Past flight deck design practices used within the U.S. commercial transport aircraft industry have been highly successful<br />

in producing safe <strong>and</strong> efficient aircraft. However, recent advances in automation have changed the way pilots operate aircraft,<br />

<strong>and</strong> these changes make it necessary to reconsider overall flight deck design. Automated systems have become more complex<br />

<strong>and</strong> numerous, <strong>and</strong> often their inner functioning is partially or fully opaque to the flight crew. Recent accidents <strong>and</strong> incidents<br />

involving autoflight system mode awareness Dornheim, 1995) are an example. This increase in complexity raises pilot<br />

concerns about the trustworthiness of automation, <strong>and</strong> makes it difficult for the crew to be aware of all the intricacies of<br />

operation that may impact safe flight. While pilots remain ultimately responsible for mission success, performance of flight<br />

deck tasks has been more widely distributed across human <strong>and</strong> automated resources. Advances in sensor <strong>and</strong> data integration<br />

technologies now make far more information available than may be prudent to present to the flight crew.<br />

Derived from text<br />

Automatic Control; Civil Aviation; Data Integration; Supersonic Transports; Design Analysis<br />

20040111313 <strong>NASA</strong> Langley Research Center, Hampton, VA, USA<br />

A Parametric Investigation of Nozzle Planform <strong>and</strong> Internal/External Geometry at Transonic Speeds<br />

Cler, Daniel L.; [1995]; 23 pp.; In English<br />

Report No.(s): AIAA Paper 95-2608; Copyright; Avail: CASI; A03, Hardcopy<br />

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