Paul S. Granville
Abstract
Shape parameter differential equations are developed for turbulent boundary layers in pressure gradients incorporating two-parameter velocity profiles. Energy and entrainment methods are included. Shear stress factors are explicitly developed for equilibrium and quasi-equilibrium conditions.
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Shape parameter differential equations are developed for turbulent boundary layers in pressure gradients incorporating two-parameter velocity profiles. Energy and entrainment methods are included. Shear stress factors are explicitly developed for equilibrium and quasi-equilibrium conditions.
Key concepts: Mechanics, Turbulence, Entrainment (biomusicology), Pressure gradient, Shear stress, Boundary layer, Boundary (topology), Classical mechanics