A Review of the Effects of Steady, Three-dimensional Perturbations in a Laminar Boundary Layer

A Review of the Effects of Steady, Three-dimensional Perturbations in a Laminar Boundary Layer PDF Author: R. Sedney
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ISBN:
Category : Boundary layer
Languages : en
Pages : 38

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The Effects of Steady, Three-dimensional Perturbations in Boundary Layers

The Effects of Steady, Three-dimensional Perturbations in Boundary Layers PDF Author: Raymond Sedney
Publisher:
ISBN:
Category : Boundary layer
Languages : en
Pages : 56

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The primary purpose of this report is to survey the available information mainly experimental, on the subject. Most attention is given to the complex flow field resulting when a 3-D protuberance is introduced into a laminar boundary layer; less can be said about the turbulent case or 2-D protuberances because enough detailed, careful experiments have not been made. There are some features of the induced flow fields common to all speed ranges; applications range from flow in the atmospheric boundary layer to hypersonic vehicle problems. Some attempts to analyze the downstream flow are also summarized.

Effects of Controlled Three-dimensional Perturbations on Boundary Layer Transition

Effects of Controlled Three-dimensional Perturbations on Boundary Layer Transition PDF Author: Steven Philip Schneider
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ISBN:
Category : Electronic dissertations
Languages : en
Pages : 374

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Steady, Three-dimensional Perturbations in Boundary Layers

Steady, Three-dimensional Perturbations in Boundary Layers PDF Author: Raymond Sedney
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ISBN:
Category :
Languages : en
Pages : 54

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The study of three-dimensional boundary layers is synonymous with the study of cross flow or streamwise vorticity in the boundary layer. The research is concerned with the initial value problem for the 3-D boundary layer equations. Results are reported on exact solutions for the decay of streamwise vorticity, on a combined oil-flow--optical method of visualizing the surface flow field in the presence of 3D protuberances, and nonuniform behavior of the small crossflow approximation.

The Singular Nature of Three-dimensional Perturbations of Boundary Layers and the Small Cross Flow Theory

The Singular Nature of Three-dimensional Perturbations of Boundary Layers and the Small Cross Flow Theory PDF Author: Raymond Sedney
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ISBN:
Category : Boundary layer
Languages : en
Pages : 26

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Three-dimensional perturbations on two-dimensional boundary layer flows are considered. First initially induced perturbations are studied and a general solution obtained. Second a specific externally induced perturbation is discussed. In both the streamwise velocity perturbation becomes infinite but the cross flow decays as downstream infinity is approached. This implies that the small cross flow approximation is a singular perturbation. The basis for this lies in the fact that the nature of the equations is changed by the approximation, viz., the zone of dependence property is lost.

Experimental Evidence of Three-dimensional Perturbations in the Reattachment of a Two-dimensional Laminar Boundary Layer at M

Experimental Evidence of Three-dimensional Perturbations in the Reattachment of a Two-dimensional Laminar Boundary Layer at M PDF Author: Jean Ginoux
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ISBN:
Category : Aerodynamics, Supersonic
Languages : en
Pages : 17

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Experimental Evidence of Three-dimensional Perturbations in the Reattachent of a Two-dimensional Laminar Boundary Layer at M

Experimental Evidence of Three-dimensional Perturbations in the Reattachent of a Two-dimensional Laminar Boundary Layer at M PDF Author: Jean Ginoux
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ISBN:
Category :
Languages : en
Pages : 17

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On the Three-dimensional Instability of Laminar Boundary Layers on Concave Walls

On the Three-dimensional Instability of Laminar Boundary Layers on Concave Walls PDF Author: Henry Görtler
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ISBN:
Category : Boundary layer
Languages : en
Pages : 40

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A study is made of the stability of laminar boundary-layer profiles on slightly curved walls relative to small disturbances that result from vortices whose axes are parallel to the principal direction of flow. The result is an eigenvalue problem by which, for a given undisturbed flow at a prescribed wall, the amplification or decay is computed for each Reynolds number and each vortex thickness. For neutral disturbances (zero amplification) a critical Reynolds number is determined for each vortex distribution. The numerical calculation produces amplified disturbances on concave walls only.

Stability of Three-dimensional Compressible Boundary Layers

Stability of Three-dimensional Compressible Boundary Layers PDF Author: Eli Reshotko
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ISBN:
Category : Aerodynamics
Languages : en
Pages : 48

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Unsteady three-dimensional effects in marginally separated laminar boundary layer flows

Unsteady three-dimensional effects in marginally separated laminar boundary layer flows PDF Author: Stefan Braun
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ISBN:
Category :
Languages : en
Pages :

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