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- W759929942 abstract "Theoretical and experimental studies of the behaviourof flows in streamwise corners have hitherto been confinedto corners formed by intersecting planes (sharp corners).The new work presented here concerns situations where theregion of intersection is replaced by a symmetrical surfaceof finite curvature which smoothly joins the planes (radiused corner). The curved surface is chosen to beinvariant with respect to the streamwise coordinate andasymptotes to a flat plate within a distance from thesymmetry plane of the same order as the boundary layerthickness. A new analytical formulation of the equationsof motion is developed to handle the problem along suchcorners and is of considerable generality. It containsthe sharp corner geometry as a special case and is applicableto corners of angles greater or less than 180Numerical solutions are obtained for corners ofincluded angle from 45 0 to 315 0and include results forsharp and radiused corners. The agreement between anexisting exact solution for the 90 0sharp corner and thecorresponding results given here is excellent.. The onlyother solutions available for sharp corners of anglesdifferent from 90 0are inexact as is shown.Results obtained from measurements of the flow alonga rectangular radiused corner are given and when compared withthe theoretical results show fair qualitative agreementalthough at any point within the boundary layer theexperimental flow velocity is somewhat higher than predicted." @default.
- W759929942 created "2016-06-24" @default.
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- W759929942 date "1978-01-01" @default.
- W759929942 modified "2023-09-23" @default.
- W759929942 title "Laminar flow along corners having arbitrarily large transverse curvature" @default.
- W759929942 hasPublicationYear "1978" @default.
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