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- W2115549516 abstract "The compressible similar laminar boundary-layer equations for unit Prandtl number are considered for the case of zero wall shear and values of mass addition, such that blowoff phenomena are observed. An analytical technique based on asymptotic methods is used to describe the solutions in a regime where numerical computation fails. It is shown for the limit of small adverse pressure gradients that solutions in the wall region which grow exponentially with distance from the wall can be matched to a mixing-layer (shear-layer) solution by means of a purely translational asymptotic transformation relating the wall and shearlayer variables. The results indicate a thickening of the boundary layer proportional to the logarithm of the small pressure gradient for finite wall enthalpy; whereas for zero wall enthalpy the rate is inversely proportional to the pressure gradient. Results are given for the mass addition rate and the wall heat transfer as a function of the prescribed small adverse pressure gradient for a range of wall temperatures. Pathelogical results for heat transfer rates found for the cold wall boundary condition in earlier numerical calculations are rationalized on the basis of the analytical results." @default.
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- W2115549516 date "1971-04-01" @default.
- W2115549516 modified "2023-09-25" @default.
- W2115549516 title "Similar laminar boundary layers with zero wall shear and mass addition" @default.
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- W2115549516 doi "https://doi.org/10.2514/3.6254" @default.
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