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The lift curve slope of a thin two-dimensional aerofoil in incompressible flow is

  • A.1 per radian
  • B.2 pi per radian
  • C.pi per radian
  • D.4 pi per radian

Answer: B

Thin aerofoil theory gives \( 2\pi \) per radian, about 0.11 per degree, and it is the anchor value every finite-wing estimate is reduced from. Half that would be a very low slope no practical section shows. Four times \( \pi \) is the value sometimes quoted for a flat plate in supersonic flow at low Mach number in error, and \( 4/\sqrt{M^{2}-1} \) is the correct supersonic form. Unity per radian is far too small and would describe a very low aspect ratio surface.

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