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What is the average skin-friction coefficient for a wholly laminar flat plate at \( Re_L = 10^6 \)?

  • A.0.00133
  • B.0.00066
  • C.0.00295
  • D.0.0133

Answer: A

The averaged Blasius result is \( 1.328/\sqrt{Re_L} = 1.328/1000 = 1.33 \times 10^{-3} \). It is twice the local value at the trailing edge, because the layer is thinnest and the friction highest near the leading edge.

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