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Problem 7 (4 marks) Consider a light, single-engine, propeller-driven airplane similar to a Cessna Skylane The airplane weigh

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problem 7:

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Find the coefficient of lift using, 2W Here, Weight of the a Density at sea level is ρ rplane is W, Wing reference area is S,Find the coefficient of Drag using, C,-0.025 + 0.054G 2 Substitute, 2.911 for C in the equation, C0.025+0.054C, 0.025+0.054x2Find a relation between lift and drag using coefficient of lift and coefficient of drag equation, of drag equation 7S 2W 1462The values of C, is calculated for different velocities at the interval of 10 m/s calculated from the range 70 m/s to 250 m/sVelocity (ft/s) DCD 70 2.911 0.483 6.03 1.761 0.192 9.17 90 110 1.179 0.100 11.79 130 0.844 0.063 13.40 150 0.634 0.047 13.49The graph between Lift coefficient ( C) and velocity (V) is drawn 3.5 Lift coefficient Vs Velocity 2.5 1.5 0.5 0 0 50 V 150 2The graph between Drag coefficient C)and velocity (V) is drawn 0.6 Drag coefficient Vs Velocity 0.5 0.4 CD 0.3 0.2 0.1 0 0 50( - The graph between velocity (V) and Lift - Drag is drawn 16 14 12 10 Lift-to-Drag Vs Velocity LUD 50 100 150 200 250 300 T

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