Turbulent Boundary Layer on a Yawed Cone in a Supersonic Stream

Turbulent Boundary Layer on a Yawed Cone in a Supersonic Stream
Author: Willis H. Braun
Publisher:
Total Pages: 28
Release: 1959
Genre: Aerodynamics, Supersonic
ISBN:

The momentum integral equations are derived for the boundary layer on an arbitrary curved surface, using a streamline coordinate system. Computations of the turbulent boundary layer on a slightly yawed cone are made for a Prandtl number of 0.729, wall to free-stream temperature ratios of 1/2, 1, and 2, and Mach numbers from 1 to 4. Deflection of the fluid in the boundary layer from outer stream direction, local friction coefficient, displacement surface, lift coefficient, and pitching-moment coefficient are presented.

Laminar Boundary Layer on a Circular Cone in Supersonic Flow at a Small Angle of Attack

Laminar Boundary Layer on a Circular Cone in Supersonic Flow at a Small Angle of Attack
Author: Franklin K. Moore
Publisher:
Total Pages: 710
Release: 1951
Genre: Angle of attack (Aerodynamics)
ISBN:

The laminar boundary layer on a circular cone at angle of attack to a supersonic stream is discussed. A perturbation analysis was made to show the influence of a small angle of attack on such boundary layer quantities as skin friction, boundary-layer thickness, viscous lift, drag, and pitching moment.

Laminar Boundary Layer with Heat Transfer on a Cone at Angle of Attack in a Supersonic Stream

Laminar Boundary Layer with Heat Transfer on a Cone at Angle of Attack in a Supersonic Stream
Author: Eli Reshotko
Publisher:
Total Pages: 64
Release: 1957
Genre: Aerodynamic heating
ISBN:

The equations of the compressible laminar boundary layer for the windward streamline in the plane of symmetry (most windward streamline) of a yawed cone are presented. Since, for a Prandtl number of 1, the energy equation resembles the momentum equation in the meridional direction (along a generator), solutions are obtained for both insulated and cooled surfaces. The heat-transfer rate to this most windward streamline increases significantly with angle of attack. For a surface cooled to absolute zero temperature, the relative increase with angle of attack is about 15 percent less than for an almost insulated surface. A supplementary calculation shows the heat transfer to vary with the Prandtl number, Pr, approximately as Pr to the 0.37 power, while the recovery factor is well estimated by the square root of the Prandtl number.

Boundary Layer Transition at Supersonic Speeds

Boundary Layer Transition at Supersonic Speeds
Author: E. R. Van Driest
Publisher:
Total Pages: 108
Release: 1961
Genre: Aerodynamics, Supersonic
ISBN:

Experiments carried out in the 12-inch supersonic wind tunnel to investigate the effect of three dimensional roughness elements (spheres) on boundary-layer transition on a 10-degree (apex angle) cone without heat transfer are described. The local Mach number for these tests was 2.71. The data show clearly that the minimum (effective) size of trip required to bring transition to its lowest Reynolds number varies power of the distance from the apex of the cone to the trip. Use of available data at other Mach numbers indicates that the Mach number influence for effective tripping is taken into account by a simple expression. Some remarks concerning the roughness variation for transition on a blunt body are made. Finally, a general criterion is introduced which gives insight to the transition phenomenon and anticipates effects of external and internal disturbances, Mach number transfer.