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Helicopter Theory Quiz

Total questions: 19

Worksheet time: 10mins

Name
Class
Date
1.

What are the two bases for performance charts in helicopter theory?

a)

Power balance and the fact that force on the helicopter in steady flight must be equal to zero

b)

Energy method and balance of force method

c)

Rotor equations and energy balance

d)

Steady flight and rotor dynamics

2.

What is parasite power (HPp) in a helicopter?

a)

Power associated with rotor

b)

Power consumed by components such as fuselage, rotor hub, and tail hub

c)

Power necessary to change the potential energy of the helicopter during climb or glide

d)

Power required for glide condition

3.

Which equation represents the total equivalent drag in terms of individual drag components?

a)

D = D_i + D_o + D_p + D_c

b)

D = D_i + D_o + D_p

c)

D = D_i + D_o + D_c

d)

D = D_i + D_p + D_c

4.

What is the formula for DL\frac{D}{L} in terms of shaft power?

a)

DL=DVVL\frac{D}{L} = \frac{DV}{VL}

b)

DL=QΩVL\frac{D}{L} = \frac{Q \Omega}{VL}

c)

DL=ShaftPowerVL\frac{D}{L} = \frac{Shaft Power}{VL}

d)

All of the above

5.

Which of the following is NOT a factor considered in the effect of design parameters for the performance equation?

a)

Rotor size

b)

Drag coefficient

c)

Air density

d)

Helicopter color

6.

Why is the performance equation fundamental in helicopter flight?

a)

It predicts fuel efficiency, endurance, and payload capability

b)

It determines the color of the helicopter

c)

It calculates the cost of helicopter maintenance

d)

It measures the noise level of the helicopter

7.

What is the torque (Q) calculated in the given problem?

a)

41 Nm

b)

50 Nm

c)

35 Nm

d)

45 Nm

8.

In the equation CT=CLμ22cos3αC_T = \frac{C_L \mu^2}{2 \cos^3 \alpha} , what does cos3α\cos^3 \alpha in the denominator signify?

a)

The effect of the angle of attack on thrust coefficient.

b)

The relationship between velocity and radius.

c)

The calculation of air density.

d)

The effect of rotor speed on lift.

9.

Which helicopter component has the lowest range of parasite drag percentage?

a)

Fuselage

b)

Landing gear

c)

Rotor pylon, hub

d)

Tail rotor, surface

10.

Which of the following components has a parasite drag percentage range of 35% - 50%?

a)

Fuselage

b)

Landing gear

c)

Rotor pylon, hub

d)

Tail rotor, surface

11.

What is the forward speed of the helicopter in the given problem?

a)

12 m/s

b)

32 m/s

c)

2.67 m/s

d)

24 m/s

12.

Which formula is used to calculate the climb speed (V_c) of the helicopter?

a)

V_c = V × (L/D)_c

b)

V_c = V ÷ (L/D)_c

c)

V_c = V × (D/L)_c

d)

V_c = V ÷ (D/L)_c

13.

What is the expression for \( \mu \) in terms of velocity (\( V \)), angular velocity (\( \Omega \)), and rotor radius (\( R \))?

a)

A) μ=VΩR\mu = \frac{V}{\Omega R}

b)

B) μ=ΩRV\mu = \frac{\Omega R}{V}

c)

C) μ=VRΩ\mu = \frac{V R}{\Omega}

d)

D) μ=ΩVR\mu = \frac{\Omega}{V R}

14.

What is the primary factor affecting the lift generated by a helicopter rotor?

a)

Rotor speed

b)

Fuselage design

c)

Weight of the helicopter

d)

Weather conditions

15.

Which parameter is crucial for determining the effective lift-to-drag ratio (L/D) in helicopter performance?

a)

Fuel type

b)

Engine power

c)

Rotor diameter

d)

Angle of attack

16.

In helicopter aerodynamics, what does the term 'induced drag' refer to?

a)

Drag related to the helicopter's weight

b)

Drag due to the helicopter's forward motion

c)

Drag caused by the rotor blades generating lift

d)

Drag from the fuselage and other components

17.

What is the primary purpose of the helicopter's tail rotor?

a)

To provide lift

b)

To enhance fuel efficiency

c)

To counteract the torque produced by the main rotor

d)

To increase forward speed

18.

In helicopter performance, what does the term 'power required' refer to?

a)

The total power needed to maintain level flight

b)

The power needed to climb at a constant rate

c)

The power required to hover

d)

All of the above

19.

Which factor is most influential in determining the maximum altitude a helicopter can achieve?

a)

Weight of the helicopter

b)

Air density

c)

Rotor blade design

d)

Engine power