What is the primary purpose of deploying flaps on an airplane wing during takeoff and landing?

Correct answer: To increase the maximum lift coefficient (CL,max).

Explanation

Flaps are high-lift devices that are deployed from the trailing edge of a wing to increase its effective camber and angle of attack. This increases the maximum lift coefficient, which, according to the lift equation, allows the aircraft to maintain lift at a lower airspeed, making them essential for safe takeoff and landing operations.

Other questions

Question 1

What is the primary function of a swept-back wing on a subsonic aircraft?

Question 2

In the context of airfoil nomenclature, what is the 'chord' of an airfoil?

Question 3

What does the Prandtl-Glauert rule, as described by Equation (5.28), predict about the pressure coefficient (Cp) for subsonic compressible flow?

Question 4

For a finite wing with an elliptical lift distribution, the induced angle of attack (alpha_i) is given by which formula?

Question 5

What is the primary cause of the phenomenon known as airfoil stall at high angles of attack?

Question 6

For a thin airfoil in supersonic flow at a small angle of attack alpha, what is the approximate formula for the wave drag coefficient, cd,w?

Question 7

According to the discussion on lift generation, what is the fundamental reason that the flow velocity is higher over the top surface of a conventional airfoil compared to the bottom surface?

Question 8

What is the 'critical Mach number' (Mcr) for an airfoil?

Question 9

A wing has a wingspan of 15 meters and a planform area of 30 square meters. What is its aspect ratio?

Question 10

For a finite wing with a general planform, the total drag coefficient (CD) is the sum of which two components, as shown in Equation (5.58)?

Question 11

An NACA 23012 airfoil is at an angle of attack of 8 degrees. According to the data provided in the text for Example 5.6, what are the section lift and drag coefficients (cl and cd)?

Question 12

How does the lift slope 'a' of a finite wing relate to the lift slope 'a0' of its corresponding infinite wing airfoil section?

Question 13

An airplane is flying at 100 meters per second at an altitude of 3 km. The pressure coefficient at a point on the fuselage is -2.2. Given that standard conditions at 3 km are p_inf = 7.0121 x 10^4 N/m^2 and rho_inf = 0.90926 kg/m^3, what is the absolute pressure at that point?

Question 14

What is d'Alembert's paradox?

Question 15

An NACA 4412 airfoil has a low-speed lift coefficient (cl,0) of 0.83 at a 4 degree angle of attack. If this airfoil is in a free-stream flow with a Mach number of 0.7, what is its corrected lift coefficient (cl)?

Question 16

For supersonic flow at Mach number M, what is the formula for the Mach angle, mu?

Question 17

What is the primary aerodynamic advantage of using a 'supercritical airfoil' on a transonic aircraft?

Question 18

The zero-lift angle of attack for a cambered airfoil is typically:

Question 19

What is the primary reason for the precipitous drop in the drag coefficient (CD) of a sphere at a critical Reynolds number of about 3 x 10^5?

Question 20

An airplane wing has an aspect ratio of 10 and a span efficiency factor (e) of 0.95. At a lift coefficient (CL) of 0.8, what is its induced drag coefficient (CD,i)?

Question 21

The aerodynamic force on an airfoil can be resolved into components perpendicular and parallel to the chord line. What are these components called?

Question 23

The first person to introduce the concept of a fixed-wing aircraft in 1799, separating the principles of lift and propulsion, was:

Question 24

Dimensional analysis of the forces on an airfoil reveals that the lift, drag, and moment coefficients are functions of which two primary dimensionless similarity parameters?

Question 25

An airfoil in a low-speed wind tunnel has a minimum pressure coefficient (Cp,0) of -0.5. Using the graphical method described in the chapter, this value would be used to plot which curve to find the critical Mach number?

Question 26

For a finite wing with an elliptical lift distribution and an aspect ratio of 6, what is its induced drag coefficient (CD,i) when the lift coefficient (CL) is 0.5?

Question 27

What is the defining characteristic of the 'aerodynamic center' of an airfoil?

Question 28

Who were the first to bring order and logic to airfoil design in the United States with their 1933 report on 78 related airfoil sections and the introduction of the NACA four-digit series?

Question 29

An airplane has a weight of 20,000 N, a wing area of 20 square meters, and is flying at an altitude where the air density is 1.0 kg/m^3. To achieve a lift coefficient of 0.5, what must its velocity be?

Question 30

An airplane weighs 40,000 N, has a wing area of 20 square meters, and is flying at an altitude where the air density is 1.25 kg/m^3. To achieve a lift coefficient of 0.8 in level flight, what must its velocity be?

Question 31

On a finite wing, the downward velocity component induced by the wing-tip vortices in the neighborhood of the wing is called what?

Question 32

What was the designation of the first manned airplane to officially fly faster than the speed of sound?

Question 33

How does increasing the aspect ratio of a subsonic wing generally affect its induced drag coefficient (CD,i) and its lift curve slope (a)?

Question 34

A flat plate in supersonic flight at Mach 3 is at an angle of attack of 5 degrees. The lift coefficient is 0.123. What is its wave drag coefficient?

Question 35

Who is credited with being the 'grandparent of the modern airfoil' for his pioneering work and patents on double-surface, cambered airfoils in 1884?

Question 36

For a finite wing, the lift slope (a) can be calculated from the infinite wing lift slope (a0) and the wing's aspect ratio (AR) and span effectiveness factor (e1). What is the correct formula?

Question 37

An airplane with a weight of 160,000 lb, a wing area of 1650 sq ft, and a maximum lift coefficient of 3.0 is flying at sea level (rho = 0.002377 slug/ft^3). What is its stalling speed?

Question 38

What is the primary aerodynamic design consideration for supersonic wings that is different from subsonic wings?

Question 39

The minimum drag coefficient for a Northrop F-5 is given as CD,min = 0.015. At what lift coefficient (CL) does this minimum drag occur, according to the drag polar in Figure 6.2?

Question 40

What is the purpose of the dimples on a golf ball?

Question 41

The Bell X-1, the first aircraft to break the sound barrier, used a straight, low-aspect-ratio wing with a very thin airfoil section. What was the primary reason for this design choice?

Question 42

An infinite wing with a lift slope (a0) of 0.1 per degree is used to construct a finite wing with an aspect ratio of 7 and a span effectiveness factor (e1) of 0.9. What is the lift slope (a) of the finite wing?

Question 43

The X-15 hypersonic research aircraft had wings with a low aspect ratio of 2.5 and a thin airfoil section of 5 percent thickness. Why were these design features chosen?

Question 44

What is the relationship between the zero-lift drag coefficient (CD,0) and the induced drag coefficient (CD,i) for an airplane flying at the velocity for maximum lift-to-drag ratio?

Question 45

What fundamental principle of physics is violated by the 'equal transit time' theory of lift, which claims air particles must meet simultaneously at the trailing edge?

Question 46

An airplane is in a power-off glide. Its minimum glide angle is 4.2 degrees. What is the maximum lift-to-drag ratio (L/D) of the airplane?

Question 47

Why does a swept-forward wing pose a greater structural challenge than a swept-back wing?

Question 48

The pressure coefficient over the surface of an airfoil is given by Cp = 1 - (V/V_inf)^2 for incompressible flow. If the local velocity (V) at a point is 1.2 times the free-stream velocity (V_inf), what is the pressure coefficient at that point?

Question 49

What is the defining feature of a 'delta wing' airplane?

Question 50

For a propeller-driven airplane, maximum range is achieved when which aerodynamic ratio is at its maximum?