〰 Blasius Boundary Layer


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ReL
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δ₉₉ at x=L (mm)
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C̄f (avg)
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τw at x=L (Pa)
Blasius (1908) solved f‴ + ½ff″ = 0 analytically for laminar flow over a flat plate. The boundary layer thickness grows as δ₉₉ ≈ 5.0√(νx/U∞), and skin friction Cf = 0.664/√Rex. Profiles self-similar when plotted vs η = y√(U∞/νx).
Colour guide: orange fill = boundary layer region, white curves = velocity profiles u/U∞ at 4 stations, arrows = freestream, plate at bottom.

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