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Three-dimensional boundary layers: a report on Euromech 2

Published online by Cambridge University Press:  28 March 2006

J. H. Horlock ,
J. F. Norbury  and
J. C. Cooke
J. H. Horlock
Affiliation:
Department of Mechanical Engineering, University of Liverpool
J. F. Norbury
Affiliation:
Department of Mechanical Engineering, University of Liverpool
J. C. Cooke
Affiliation:
Royal Aircraft Establishment, Farnborough
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Abstract

The second European Mechanics Colloquium, on the subject of three-dimensional boundary layers, was held at Liverpool University from 4 to 7 January 1966 and was attended by thirty-eight people closely associated with current work in this field.

The meeting was opened by an introductory review by J. C. Cooke, who successfully sought to provoke discussion by emphasizing areas of apparent agreement and disagreement. The discussions which followed were based on a series of contributions by participants in the Colloquium, and covered the following topics:

  1. Laminar boundary layers.

  2. Three-dimensional perturbations of two-dimensional turbulent boundary layers.

  3. Corner and secondary flows.

  4. Boundary layers associated with flow past obstacles.

  5. Flow over delta wings.

  6. Separation.

  7. Flow over rotating surfaces.

  8. Heat and mass transfer.

  9. Miscellaneous topics.

In all these cases, the emphasis was on the three-dimensional nature of the flow, and in this report the discussions are summarized under these headings.

Type
Research Article
Information
Journal of Fluid Mechanics , Volume 27 , Issue 2 , 2 February 1967 , pp. 369 - 380
Copyright
© 1967 Cambridge University Press

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References

Banks, W. H. & Gadd, G. E. 1962 A preliminary report on boundary layers on screw propellers and simpler rotating bodies. A.R.C. 23, 423.Google Scholar
Brown, S. N. 1965 Singularities associated with separating boundary layers. Phil. Trans. Roy. Soc. A, 257, 409.Google Scholar
Brun, A. E., Diep, G. B. & LE FUR, B. 1965 Transport de chaleur et de masse sur des cylindres circulaires en flèche dans un écoulement supersonique. Recent development in boundary-layer research. AGARDograph, no. 97.Google Scholar
Carrier, G. F. 1946 The boundary layer in a corner Quart. Appl. Math. 4, 367.Google Scholar
Coles, D. 1956 The law of the wake in the turbulent boundary layer J. Fluid Mech. 1, 191.Google Scholar
Cooke, J. C. 1965 The laminar boundary layer on an inclined cone. R.A.E. Tech. Rep. no. 65178.Google Scholar
Eichelbrenner, E. A. & Oudart, A. 1955 Méthode de calcul de la couche limite tridimensionnelle, application à un corps fuselé incliné sur le vent. ONERA Publ. no. 76.Google Scholar
Fernholz, H. Transverse perturbations arising from flow on a curved wall.
Gersten, K. 1959 Corner interference effects. AGARD Rept. 299, ZAMM, 39, 428.Google Scholar
Gregory, N. & Love, F. M. 1965 Some problems of flow laminarization on a slender delta wing. Recent developments in boundary-layer research. AGARDograph, no. 97.Google Scholar
Gregory, N. & Walker, W. S. 1955 On the stability of three-dimensional boundary layers with application to the flow due to a rotating disc. Part I. (Experimental.) Boundary-layer effects in aerodynamics. Proc. of a Symposium held at the N.P.L.
Hall, M. G. 1965 Experimental measurements in a three-dimensional turbulent boundary layer in supersonic flow. Recent developments in boundary-layer research. AGARDograph, no. 97.Google Scholar
Head, M. R. 1958 Entrainment in the turbulent boundary layer. A.R.C. R. & M. no. 3152.Google Scholar
Head, M. R. & Cumpsty, N. Calculation of three-dimensional turbulent boundary layers.
Hornung, H. G. & Joubert, P. N. 1963 Mean velocity profile in three-dimensional turbulent boundary layers J. Fluid Mech. 15, 368.Google Scholar
Horton, H. P. Current research on swept separation bubbles at Queen Mary College.
Johnston, J. P. 1960 On the three-dimensional turbulent boundary layer generated by secondary flow J. Basic Eng. (Series D), Trans. A.S.M.E. 82, 233.Google Scholar
Lewkowicz, A. Three-dimensional turbulent boundary layer in a curved duct.
Louis, J. F. 1958 Stall phenomena in axial flow compressors. Ph.D. Thesis, University of Cambridge.
Mager, A. 1952 Generalization of bounday-layer momentum-integral equations to threedimensional flows including those of a rotating system. N.A.C.A. Rept. 1067.Google Scholar
Michel, R. & Ngo, DUC-LAM 1964 Frottement et transport de chaleur turbulents en écoulements bi- et tridimensionnelle. ONERA TP 151.Google Scholar
Moore, K. F. 1956 Three-dimensional boundary-layer theory. Chapter in Advances in Applied Mechanics, vol. 4. Ed. H. L. Dryden & Th. von Kármán. Academic Press.
Norbury, J. F. 1959 Some measurements of boundary-layer growth in a two-dimensional diffuser. Trans. A.S.M.E. 81, Series D, no. 3.Google Scholar
Parr, O. 1964 Untersuchungen der dreidimensional en Grenzschicht an rotierenden Drehkörpen bei axiale Anströmung. Thesis Tech. Hochschule Braunschweig Ing.- Arch. 32, 393.
Pearson, J. R. A. 1958 Ph.D. Thesis, University of Cambridge.
Percival, P. M. E. 1958 Some problems in the rotational flow of fluids. Ph.D. Thesis, University of Cambridge.
Perry, A. E. & Joubert, P. N. 1965 A three-dimensional turbulent boundary layer J. Fluid Mech. 22, 285.Google Scholar
Pichal, M. Reynolds stresses in a boundary layer with artificially produced turbulence.
Raetz, G. S. 1957 A method of calculating three-dimensional laminar boundary layers of steady compressible flows. Northrop Aircraft Inc. Rep. no. NAI-58-73 (BLC-114). A.R.C. 23, 634 (1962).Google Scholar
Rotta, J. C. On the effect of streamwise wall curvature on compressible turbulent boundary layers.
Rubin, S. G. 1965 Incompressible flow along a corner. Poly. Inst. Brooklyn Rep. no. 876.Google Scholar
Schlichting, H. 1953 Die laminare Strömung um einen axial angestromten Drehkörper Ing.-Arch. 21, 227.Google Scholar
Schuh, H. & Pettersson, R. Turbulent boundary-layer flow, separation and reattachment in a curved diffuser followed by a straight tube of constant cross-section.
SCHULTZ-GRUNOW, F. 1965 Laminar boundary-layer flow at surfaces with longitudinal curvature. Recent developments in boundary-layer research. AGARDograph, no. 97.Google Scholar
Smith, A. M. O. & Clutter, D. W. 1963 Solution of the incompressible laminar boundary-layer equations AIAA, 1, 2062.Google Scholar
Smith, D. J. L. Two- and three-dimensional viscous flow concepts in turbomachinery.
Smith, P. D. 1965 An investigation into three-dimensional boundary layers. Ph.D. Thesis, London University.
Steinheuer, J. 1965 Three-dimensional boundary layers on rotating bodies and in corners. Recent developments in boundary-layer research. AGARDograph, no. 97.Google Scholar
Stewartson, K. On shear layers in rotating fluids.
Sutton, E. P. Boundary-layer separation and vortex formation at a cylindrical obstacle on a wall. To be published in J. Fluid Mech.
Wakhaloo, L. C. & Lewkowicz, A. Three-dimensional incompressible turbulent boundary layer with small cross-flow developing towards separation.
Walz, A. 1956 A new approximate method for the calculation of laminar and turbulent boundary layer in compressible flow. Publ. Sci. Tech. Min. Air, France, p. 309.Google Scholar
Wuest, W. 1959 Verallgemeinerte ähnliche lösungen bei dreidimensionalen grenzschichten. Mitteilungen aus dem Max-Planck-Institut für Strömungsforschung und der Aerodynamischen Verachsanstalt, no. 24.
Yohner, P. L. & Hansen, A. G. 1958 Some numerical solutions of similarity equations for three-dimensional laminar incompressible boundary layers. NACA TN 4370.Google Scholar