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The NACA 4412 airfoil has a mean camber line given by\[\frac{z}{c} = \left\{ {\begin{array}{*{20}{c}} {0.25\left[ {0.8\frac{x}{c} – {{\left( {\frac{x}{c}} \right)}^2}} …
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All the factors remaining constant, if the weight of an aircraft increases by \(30 \%\) then the take off distance …
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For the NACA \(2412\) airfoil, the lift coefficient and moment coefficient about the quarter-chord at \(−6 ^{\circ}\) angle of attack …
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Consider a thin, symmetric airfoil at \(1.5^{\circ}\) angle of attack. From the results of thin airfoil theory, calculate the lift …
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Starting with the definition of circulation, derive Kelvin’s circulation theorem.
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Consider an NACA \(2412\) airfoil with a \(2\;m\) chord in an airstream with a velocity of \(50\; m/s\) at standard …
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Consider the data for the NACA \(2412\) airfoil. Calculate the lift and moment about the quarter chord (per unit span) …
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Write a matlab code for conformal mapping of a circle to an airfoil.
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Write a matlab code to plot streamline flow around a cylinder.
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Write a matlab solution to Rankine nose problem.
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