PHYSICS OF VORTICAL FLOWS

被引:43
作者
DELERY, JM
机构
[1] Office National d'Etudes et de Recherches Aérospatiales (ONERA), Fundamental Aerodynamics Division, Châtillon
来源
JOURNAL OF AIRCRAFT | 1992年 / 29卷 / 05期
关键词
Fuselage-type body - Multibody launcher - Oblate ellipsoid - Outer perfect fluid flow - Skin friction line patterns - Three-dimensional flow separation;
D O I
10.2514/3.46256
中图分类号
V [航空、航天];
学科分类号
08 ; 0825 ;
摘要
Separation in three-dimensional flows leads to the formation of vortical structures resulting from rolling up of the viscous flow "sheet," initially contained in a thin boundary layer, which springs up from the surface into the outer perfect fluid flow. A clear physical understanding of this phenomenon must be based on a rational analysis of the flowfield structure using the critical-point theory. With the help of this theory, it is possible to interpret correctly the surface flow patterns that constitute the imprints of the outer flow and to give a rational and coherent description of the vortical system generated by separation. This kind of analysis is applied to separated flows forming on typical obstacles, the field of which has been thoroughly studied by means of visualizations and probings using multihole pressure probes and laser velocimetry. Thus, the skin friction line patterns of a transonic channel flow and of a multibody launcher are interpreted. Then, the vortical systems of a delta wing and an afterbody at an incidence are considered. The last two configurations are a missile fuselage-type body and an oblate ellipsoid.
引用
收藏
页码:856 / 876
页数:21
相关论文
共 81 条
[1]  
Hitzel S.M., Schmidt W., Slender Wings with Leading- Edge Vortex Separation: A Challenge for Panel Methods and Euler Solvers, Journal of Aircraft, 21, 10, pp. 751-759, (1984)
[2]  
Rizzi A.W., Eriksson L.E., Computation of Flow around Wings Based on the Euler Equations, Journal of Fluid Mechanics, 148, pp. 45-71, (1984)
[3]  
Borrel M., Montagne J.-L., Diet J., Guillen P.H., Lordon J., Methode de calcul d'ecoulements autour de missiles tactiques a 1'aide d'un schema decentre, (Calculation Method for the Flow past Tactical Missiles with a Non-Centered Scheme), La Recherche Aerospatiale, 2, pp. 43-55, (1988)
[4]  
Siclari M.J., Del Guidice P., Hybrid Finite Volume Approach to Euler Solutions for Supersonic Flows, AIAA Journal, 28, 1, pp. 66-74, (1990)
[5]  
Lordon J., Fare J.C., Pagan D., Supersonic Vortex Flows around a Missile Body. Basic Experiment and Euler Numerical Modelisation, (1990)
[6]  
Kordulla W., Vollmers H., Dallmann U., Simulation of Three-Dimensional Transonic Flow with Separation past a Hemisphere- Cylinder Configuration, (1986)
[7]  
Elsenaar A., Eriksson G., Proceedings of the Symposium on the International Vortex Flow Experiment on Euler Code Validation, (1986)
[8]  
Rizzetta D.P., Shang J.S., Numerical Simulation of Leading Edge Vortex Flows, AIAA Journal, 24, 2, pp. 237-245, (1986)
[9]  
Fuji K., Schiff L.B., Numerical Simulation of Vortical Flows over a Strake-Delta Wing, AIAA Journal, 27, 9, pp. 1153-1162, (1989)
[10]  
Han T., Computational Analysis of Three-Dimensional Turbulent Flow around a Bluff Body in Ground Proximity, AIAA Journal, 27, 9, pp. 1213-1219, (1989)