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- W583490737 abstract "In this paper, the determination of the displacement thickness is recognised as a member of the class of ill-posed problems (IPP), in which small or random errors in the data defining a problem result in much larger errors in its solution. Otherwise, the displacement thickness of a given viscous flow can be well defined mathematically be generalizing the thin boundary-layer solution. Rational solutions can then be obtained by applying the suggestions for controlling growth of errors given in the IPP literature. The theory assumes that, exterior to a boundary layer, the flow is irrotational, that this irrotational flow can be continued into the boundary-layer region, and that this flow is singularity-free in that region. That is accomplished by means of a Fedholm integral equation of the first king which, appropriately is a classical example of an IPP. The procedure is illustrated by applying it to a Wigley form." @default.
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- W583490737 date "1994-01-01" @default.
- W583490737 modified "2023-09-27" @default.
- W583490737 title "DISPLACEMENT THICKNESS OF A THICK 3-D BOUNDARY LAYER" @default.
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