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ATPL - Module 3 > Principles of Flight > Flashcards

Principles of Flight Flashcards

1
Q

Air density as a result of increase in:
Temperature
Static pressure
Humidity

A

Temperature +ve => Density -ve
Static pressure +ve => Density +ve
Humidity +ve => Density -ve

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2
Q

ISA
- Stands for
- Sea level

A

International Standard Atmosphere
15 deg C
1013.25 hPa
1.1225 kg/m(3) density

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3
Q

ISA changes at altitude

A

2 degrees C lost per 1000ft up to 36,000ft
From which constant -56.5 deg C

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4
Q

Dynamic pressure formula

A

Q = 1/2 x rho x v(2)

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5
Q

Calibrated air speed (CAS)

A

IAS adjusted for instrument and pressure errors (pressure error is due to position of the pitot tube, aircraft configuration etc.)

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6
Q

Equivalent air speed (EAS)

A

IAS corrected for both position (as in CAS) and also compressibility of air, which is a factor at high speeds (i.e. air compresses within the pitot tube)

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7
Q

Requirement for IAS indicator to show TAS

A

Only when air density is 1.225kg/m(3)

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8
Q

Mach number

A

M = TAS / a
Where a = local speed of sound

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9
Q

Critical Mach Number

A

M(crit) is the mach number at which airflow around some part of aircraft will reach local speed of sound

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10
Q

When is an airspeed measure a speed, and when is it a pressure?

A

TAS is speed, all other measures are in fact pressures.
Thus IAS indicator is in fact a pressure gauge, not a speed gauge

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11
Q

Principle of continuity
Description & full formula

A

Flow of mass of air through a tube will remain constant
Cross sectional area (A) x Velocity (V) x rho = Constant
[e.g. temperature doesn’t affect mass flow (which is constant) as decrease in density will be offset by increased velocity]

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12
Q

Simplified principle of continuity formula

A

For M < 0.4, density changes are insignificant, so:
A x V = Constant

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13
Q

What theorem determines that energy and mass can be neither created nor destroyed?

A

Continuity principle

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14
Q

Bernoulli’s theorum

A

In the steady flow of an IDEAL fluid, the sum or pressure energy and kinetic energy remains constant

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15
Q

Nature of an ideal fluid

A

Incompressible and zero viscosity

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16
Q

Streamtubes and streamlines

A

Streamtube is an imaginary tube through which we consider airflow to travel (imaginary cut off of air flow around aerofoil).
Streamlines are lines of airflow, they cannot cross

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17
Q

Implication of streamlines being close together

A

High velocity, high dynamic pressure, low static pressure

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18
Q

Maximum camber

A

Maximum distance of the mean (camber) line from the chord line.
Expressed as a % of chord, with position expressed as distance from leading edge as % of chord.

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19
Q

Relative airflow
- direction
- effect of aircraft
- speed

A

aka Relative Wind or Free Stream Flow
- Direction is parallel and opposite direction to flight path (of CoG specifically)
- Condition is close to but unaffected by the aircraft
- Magnitude is TAS

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20
Q

Airflow other than relative airflow

A

If airflow doesn’t possess the 3 attributes of relative airflow, then it is effective airflow

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21
Q

Aerodynamic Incidence

A

aka Angle of Attack (represented as alpha)
Angle between chord line and RELATIVE airflow

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22
Q

Effective angle of attack

A

Angle between chord line and effective airflow

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23
Q

Upwash and downwash

A

Upwash is the flow of air upwards, towards the low pressure area above the wing, at the front of the wing.
Downwash is the downwards flow of air at the back of the wing.

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24
Q

Pressure diagram at low AoA

A
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25
Q

Pressure diagram at high AoA

A
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26
Q

Pressure diagram at critical AoA

A
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27
Q

Adverse pressure gradient

A

When pressure gradient causes air pressure movement against air flow direction.
i.e. at stall, high pressure area under wing “leaking” around trailing edge to upper surface, disturbing air flow and thus removing the negative pressure there

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28
Q

Formula for lift

A

Lift = C(L) x 1/2 x rho x V^2 x S

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29
Q

Movement of centre of pressure

A

CoP moves forwards as AoA increases and strong sucking force is created towards leading edge.
It is furthest forward at peak C(Lmax) and then moves backwards after the stall.
[Note: CoP for symmetrical aerofoil is static]

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30
Q

Centre of pressure for cambered vs symmetrical aerofoils

A

Centre of pressure for symmetrical aerofoils does NOT move with AoA.

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31
Q

Nature of C(L) and C(D)

A

Dimensionless numbers attributed to an aircraft (in a given state, e.g. flaps, AoA).
They are ratios between wing loading and dynamic pressure, and drag and dynamic pressure respectively.

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32
Q

Aerodynamic centre (AC)

A

The point where all changes in magnitude of lift force effectively take place. AND
The point about which pitching moment remains constant at ‘normal’ angles of attack.

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33
Q

How does pitching moment around AC remain constant?

A

As AoA increases, the lift force increases, but the CoP also moves forward. At normal angles of attack these balance to maintain the moment around the AC.

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34
Q

Location of AC

A

25% along chord line, regardless of aerofoil characteristics (as long as M < 0.4)

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35
Q

AC implication for symmetrical aerofoils

A

At zero lift/AoA a symmetrical aerofoil obviously has equal forces on both sides in equal positions, therefore also zero moment around AC.
As AoA increases, force increases on one side relative to the other, however moment around AC must be unchanged therefore zero, therefore pitching moment for symmetrical aerofoil at ‘normal’ angles of attack always zero.

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36
Q

Impact of roughness/icing on different parts of aerofoil

A

Roughness around the leading edge has a huge effect on C(Lmax), further back than about 20% from leading edge, the impact is minimal

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37
Q

Impact of icing on C(L) vs AoA profile

A
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38
Q

Impact of flaps on C(L) vs AoA profile

A
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39
Q

Description of impact of icing on C(L) profile

A

At low angles of attack the impact is negligible (i.e. normal C(L) vs AoA profile) as airflow more easily follows required profile at lower “deflection”.
However as AoA increases, the icing/frost/roughness has starts to impact ability of air to smoothly follow the aerofoil and C(Lmax) is reached sooner.

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40
Q

Description of impact of flaps on C(L) profile

A

Flaps increase lift and drag, but we’re only looking at lift, so C(L) is shifted higher along whole AoA curve. Higher C(Lmax) will be achievable, but it is at a slightly lower AoA (i.e. critical angle) than clean configuration.

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41
Q

Aspect ratio, 2 calculations

A

Wingspan (b) / Average Chord (c)
or Wingspan (b) ^ 2 / Wing Area (S)

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42
Q

Taper ratio

A

Tip Chord (C(T)) / Root Chord (C(R))
1 for rectangular, 0 for pointed tip

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43
Q

Sweep angle

A

Angle between root chord and the line 25% along chords (from leading edge)

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44
Q

What wing cross section gives lowest induced drag?

A

Elliptical

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45
Q

Mean geometric chord

A

Simply average chord

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46
Q

Mean aerodynamic chord (MAC)

A

The chord of a hypothetical rectangular wing with the same span which would have the same pitching moment characteristics.
Used to model longitudinal stability of aircraft (especially useful for swept wing aircraft).

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47
Q

Wing tip vortex directions

A

Start underside wing, flowing outwards towards wing tip, then upwards and back towards the fuselage, before going back down to complete the spiral.
For those at the wing tip the return towards fuselage flows over the top of the wing surface.

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48
Q

Induced downwash and effect

A

Trailing vortices create a downwash in the airflow under and behind the wing, which causes effective airflow to be at a higher angle than relative airflow. This requires an increased angle of attack to achieve the same amount of lift, compared to if there were no vortices.

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49
Q

Effective angle of attack
Induced angle of attack

A

The effective angle of attack is the angle between the chord and the effective air flow.
The difference between total AoA and effective AoA (i.e. chord to relative air flow) is the induced angle of attack, in other words the amount of additional AoA required to maintain lift as a result of induced downwash.

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50
Q

Diagram of alpha (induced & effective)

A
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51
Q

3D angle of attack vs 2D

A

For theoretical 2D study we use AoA = chord to relative airflow. Complications in 3D (wing twist, effective airflow) mean we take AoA to be longitudinal axis to relative airflow.

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52
Q

When is wake vortex generated?

A

From when nose wheel first lifts off until it first contacts the ground on landing.

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53
Q

Characteristics increasing vortex generation
- weight
- wingspan
- airspeed
- configuration
- attitude

A

Weight - higher is stronger
Wingspan - proximity of two trailing vortices
Airspeed - slower is stronger
Configuration - clean configuration stronger
Attitude - high AoA is stronger

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54
Q

Movement of trailing vortices at altitude

A

Remain around 3/4 of wingspan apart.
Drift downwards and level off around 500 to 1000ft below aircraft.
Up to 9nm behind large aircraft.

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55
Q

Movement of trailing vortices near ground

A

Within 1000ft of the ground they will contact the ground and drift outwards at about 5kts, +/- windspeed.

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56
Q

Impact of ground effect on vortices

A

Ground effect reduces downwash therefore minimising vortex generation. This is why induced drag is lower when in ground effect.

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57
Q

Ground effect limitations

A

Within about half a wing span

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58
Q

Lift reduction

A

Experienced when taking off, this is the loss of extra lift you were getting from ground effect.

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59
Q

Effect of downwash on tailplane and pitch moment

A

An increase in downwash (for example leaving ground effect) will deflect effective airflow over tailplane downwards (unless tailplane elevated high) decreasing effective AoA, creating a pitch up moment.

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60
Q

Impact of position error when landing and taking off (ground effect)

A

When entering ground effect pressure at static port will increase, causing under-read of altitude and under-read of ASI.
Opposite when taking off (existing ground effect).

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61
Q

Effect of thin wing on lift (@ given AoA) and shock wave speed.

A

Thin wings generate less lift at given AoA.
They will however fly faster before shock waves generated.

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62
Q

What does wing AoA control directly?

A

The distribution of pressure acting on the wing,
NOT the airflow above and below the wing.

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63
Q

3 types of parasite drag

A

Form (aka Pressure drag)
Friction
Interference

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64
Q

Profile drag

A

Includes form (aka pressure) drag and skin friction drag.
Doesn’t include interference drag.

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65
Q

Boundary layer definition

A

Airflow other than relative airflow, i.e. airflow impacted by the aircraft.
In laminar boundary layer this means the air is being given velocity due to viscosity of air and skin friction against the air layer touching the wing.

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66
Q

Transition point

A

Point at which boundary layer becomes turbulent

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67
Q

Kinetic energy and friction drag of turbulent flow relative to laminar flow

A

Higher kinetic energy and higher skin friction

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68
Q

Key factors in transition point location

A
  • Surface condition - roughness causes turbulence downstream of that point
  • Adverse pressure gradient - reverse flow prevents laminar flow

Transition point will be at the point of maximum curvature.

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69
Q

Separation point

A

Further back than the transition point, this is where the turbulent boundary layer separates.
Beyond this we get zero lift and high drag.

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70
Q

Separation point - 2 causes

A

When boundary layer has insufficient kinetic energy to overcome adverse pressure gradient.
Caused by increase in angle of attack or shock wave.

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71
Q

Cause of form (pressure) drag

A

Adverse pressure gradient at trailing edge creates low pressure area, whilst there is relatively high pressure at the leading edge, resulting in a force in the direction of lower pressure area (i.e. backwards).

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72
Q

Laminar vs turbulent separation

A

Turbulent layer actually has more kinetic energy than laminar thus more resistance to separation (due to adverse pressure gradient) than laminar flow.
This delays separation and allows higher AoA, but cost of increased friction drag is high.

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73
Q

Fineness ratio

A

This is the ratio of length to depth of a body as it relates to streamlining and reduction of form drag.
Optimal ratio is 3:1 (with round shape).

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74
Q

Formula for C(Di)

A

C(Di) = C(L) ^ 2 / AR
C(Di) = coefficient of induced drag
C(L) = coefficient of lift
AR = aspect ratio

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75
Q

Effect of increasing aspect ratio (AR) on AoA

A

Higher aspect ratio requires less AoA to generate the same C(L) due to decreased induced drag.
The higher downwash of low aspect ratio decreases effective AoA, reducing C(L). However this also increases the critical AoA. Max C(L) is lower but max AoA is higher.

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76
Q

Chart of C(L) vs AoA for different apsect ratios

A
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77
Q

Limiting factors of aspect ratio (AR)

A
  • Increased wing bending moment forces
  • Reduce rate of roll due to aerodynamic issues in roll
  • Reduce ground clearance in roll during take off
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78
Q

Methods of reducing induced drag

A

Aspect ratio
Geometric washout
Wing end plates (higher AR with less wing bending moment)
Tip tanks
Winglets - create negative drag (i.e. thrust force), block tip vortices and create new vortices that counter them
Wing tip shape

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79
Q

Geometric vs aerodynamic washout

A

Geometric washout is change in angle of incidence along the wing.
Aerodynamic washout is a change in the aerofoil section along the wing.

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80
Q

Factors affecting parasite drag D(p)

A

Frontal area (i.e. configuration)
Speed (increases with square of speed)

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81
Q

Drag vs speed chart

A
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82
Q

C(L) vs C(D) graph and L/D(max) point

A
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83
Q

Effect of reduction in weight (e.g. fuel burn) on total drag chart and minimum drag speed V(MD) - chart

A
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84
Q

Effect of reduction in weight (e.g. fuel burn) on total drag chart and minimum drag speed V(MD) - description

A

Parasite drag unaffected by weight, relates only to speed.
Induced drag at a given speed is lower when weight is reduced, as the required lift is less.
This reduces total drag and reduces the speed at which induced and parasite drag are equal (i.e. V(MD)).

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85
Q

Effect of altitude on drag, V(MD)

A

No effect as V(MD) is based on IAS. TAS has to change to maintain IAS, but drag, V(MD) don’t vary in terms of IAS.

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86
Q

Effect of configuration (extending flaps/gear) on total drag chart and V(MD) - chart

A
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87
Q

Effect of configuration (extending flaps/gear) on total drag chart and V(MD) - description

A

Configuration doesn’t impact induced drag significantly.
However parasite drag is increased significantly at a given speed, pushing up total drag curve and reducing speed at which induced and parasite drag are equal (i.e. V(MD)).

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88
Q

Relationship between V(MD), speed stability and phases of flight

A

V(MD) on the drag chart represents the break point for speed stability (speed unstable to left, stable to right).
At approach we are close to V(MD) therefore speed instability is a concern.
Extending flaps, gear etc increases drag, but reduces V(MD) therefore helps with speed stability.

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89
Q

Relationship between power and drag

A

Power = work / time
= force * distance / time
= force * speed
Drag = force required
Therefore power = drag * TAS

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90
Q

Minimum power speed V(MP) vs minimum drag speed V(MD)

A

To get power vs speed curve, multiply each point on the drag vs IAS curve by TAS (assume IAS = TAS for simplicity) and the resulting low point will be at a lower speed.
So V(MP) < V(MD).
Flying at V(MP) results in more drag and less efficient flight, but lower power setting. Range will be reduced but endurance will increase.

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91
Q

Control usage to counter wing drop during stall in small and large (swept wing) aircraft

A

In small craft use rudder, aileron use is dangerous as can cause spin.
Larger craft have powerful rudder however and are designed to allow aileron usage up to “stall recognition”, therefore aileron + small amount of rudder can be used.

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92
Q

Stall recognition point indicators (3)

A

1) Nose-down pitch that cannot be readily arrested.
2) Buffeting strong enough to deter further speed reduction.
3) Pitch control reaches aft stop with no further increase in pitch attitude possible.

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93
Q

Stall speed for large aircraft

A

V(SR) - reference stall speed

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94
Q

Settings when determining V(CLmax) for V(SR) calculation
- thrust
- prop pitch
- CoG position
- flight speed trim
- deceleration rate

A
  • zero thrust
  • propeller pitch controls in TO config
  • CoG position to maximise V(SR)
  • Trimmed for flight speed 1.13 * V(SR) to 1.3 * V(SR)
  • Decelerate by pulling back at max 1kt per second
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95
Q

Requirements for V(SW), speed at which stall warner operates

A

At least greater of 5% or 5kts above V(SR) when decelerating at less than 1kt per second.
If V(SR) is increased by 2% or 2kts above V(CLmax) due to stick pusher, only 3% or 3kts required (thus total 5%/5kts achieved vs V(CLmax)).

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96
Q

Additional stall warner requirements

A

Warning margin must be sufficient to allow pilot to prevent stalling when recovery initiated within 1 second in slow turns at 1.5g load factor, 2kts per second deceleration and trim for 1.3 * V(SR).
Must also operate in all normal configurations and also each abnormal configuration of high lift devices that might be in use due to system failures.

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97
Q

3 stall sensors

A

Flapper switch - activated when stagnation point moves past it
Angle of attack vane - Attached to side of fuselage, vane sits in streamline of relative airflow, detecting AoA
Angle of attack probe - Attached to side of fuselage, probe with slots sensitive to changes in relative airflow
[Wing mounted vain positioned on lower surface of leading edge]

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98
Q

Does stall sensor simply respond to reaching a set AoA?

A

Also considers rate of change of AoA, thus allowing additional warning in the case that AoA is increasing rapidly, allowing time for recovery.

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99
Q

Stall recovery roll limits & deceleration limits
- wings level
- 30 degree bank
- 60 degree bank

A

Roll occurring on recovery limited to:

Wing level: 20 degrees

30 deg turn: 60 deg or 30 opposite direction, <1kt/sec deceleration

60 deg turn: 90 or 60 opposite, >1kt/sec deceleration

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100
Q

Aerofoil section characteristics increasing aggression of stall (3)

A
  • Sharp leading edge ratio
  • Thin aerofoil relative to chord
  • Maximum camber and thickness to the aft
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101
Q

Rectangular wing in stall

A

Large wing tips create strong, supported tip vortices, reducing effective AoA @ tips.
Thus root stalls first, CoP moves rearward therefore:
- Aileron’s remain effective
- Nose drops
- Aerodynamic buffet (separated air over roots hits the tailplane)
- No violent wing drop

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102
Q

Tapered wing in stall

A

Smaller wing tips mean relatively more vortices @ root and tips stall first.
Smaller rearward movement of CoP.
Problems therefore:
- Ailerons ineffective
- Limited pitch down
- Limited tailplane buffet
- Increased chance of wing drop

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103
Q

Solution to tapered wing stall issues (5)

A
  • Geometric washout
  • Variance of aerofoil section along wing (greater thickness & amber at root)
  • Leading edge slots towards tip
  • Stall strips near root
  • Vortex generators
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104
Q

What are vortex generators?

A

Rows of small aerofoil shaped blades projecting around 2.5cm into airstream.
They create small vortices which mix high energy free stream flow with boundary layer, increasing its kinetic energy to delay separation.

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105
Q

Swept back wing in stall
- 2 effects and the result

A

Flow of air over wing from root to tip collides with vortex direction at tip, creating slow moving air and stall at the TIP.
Sweep back also means tips are aft of the root, so tip stall makes CoP move FORWARD.
This creates a dangerous pitch UP effect.

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106
Q

Solution to swept back wing stall issues

A

Need to prevent spanwise (root to tip) flow of boundary layer over the wing, keep it straight in line with relative airflow.
- Wing fences (boundary layer fences) sit on upper surface.
- Vortilons do a similar job on underside of wing (engine nacelles help)
- Saw tooth leading edge can create vortex over upper surface at high AoA that has the same effect.

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107
Q

Exam: Purpose of wing fences (etc.) on swept wings

A

Prevention of stall, thus “improving low speed handling characteristics”. Prevention of stall is naturally connected to low speed phases of flight. At high speed these stall problems are less relevant.

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108
Q

Deep (or super) stall

A

On swept back wing aircraft with high mounted tailplane, the pitch up stall tendency then leads to the tailplane falling into the turbulent air from the wing. This reduces effectiveness of elevator control and thus prevents a recovery from the stall.

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109
Q

C(L) vs AoA chart for swept wing vs normal

A
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110
Q

Stick pusher

A

Necessary device for super stall characteristic aircraft, as it is impossible to recover from a stall.
Provides 80lb forward push on elevator control in the stall before pilot can react.
Can be “dumped” by the pilot.

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111
Q

Relationship between V(s) and weight

A

Stall speed related to square root of weight.
Therefore if aircraft weight changes, multiply V(s) by sqrt(new weight / old weight).

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112
Q

Relationship between V(s) and bank angle

A

Lift factor increases by (1/cos(theta)).
So stall speed increases by sqrt of that.
To derive, consider that lift in the bank needs to be sufficient to keep the same vertical component. This makes the lift the hypoteneuse and vertical lift adjacent.

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113
Q

Effect of CoG position on stall speed

A

Forward CoG creates a nose down pitch (CoP is further back), requiring download from the elevators which has to be offset by increased lift from main wings, thus higher stall speed.

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114
Q

Effect of landing gear on stall speed

A

Profile drag of landing gear creates pitch down moment, thus download from the elevators, requiring increased lift from main wings and increasing stall speed.

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115
Q

Effect of engine power on stall speed
- prop
- jet

A

1) Propeller craft create slipstream over wings at high power (low speed) which delays the stall.
2) Jet engines have a vertical component of thrust due to low placed jet engines, supporting part of aircraft weight and delaying stall speed.

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116
Q

Effect of mach number (compressibility) on stall speed

A

Compressibility of air above mach 0.4 means upwash of streamline pattern is less effective and C(Lmax) reduces between Mach 0.4 and 1.0 (increases thereafter).
Thus over mach 0.4 stall speed increases.

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117
Q

Relationship between altitude and stall speed
- @ low altitude
- @ high altitude

A

V(s) is an IAS (not TAS) so doesn’t change with altitude at low altitude.
However at some point (around 30k ft) V(S) will rise above mach 0.4, where compressibility of air is an issue.
Above that altitude V(S) will increase with altitude.

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118
Q

Frost contamination effect on stall speed

A

Increases roughness of wing surface, reducing lift by up to 30% (stall speed by 10-15%) and increasing drag by 40%.
Skin friction decreases the kinetic energy of the boundary layer.

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119
Q

Ice contamination effect on stall speed

A

Affects the local contour of wing leading to severe adverse pressure gradients, as well as increasing skin friction.
Stall speed up to 30% larger.
Added weight also increases stall speed, but this is a secondary factor.

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120
Q

Snow contamination effect on stall speed

A

Similar effect to frost, although can also hide a layer of ice.
Snow will not blow off in taxi or takeoff!

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121
Q

Warning of ice induced stall

A

Stall AoA will reduce, so stall warner useless.
Buffeting may be experienced, but roll control is likely the first clue - increasing roll oscillation or violent wing drop.

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122
Q

Stabiliser stall due to ice
- Likelihood
- Effect
- Potential trigger

A

Likely to happen before main wing icing as it is thinner, so layer of ice has bigger impact.
Provides a down force (negative AoA) to balance moment forces, so effect is likely to be a pitch down.
Can be triggered by extending flaps which increases downwash and thus increases the negative AoA of the tailplane. Fix by putting flaps back up.

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123
Q

Heavy rain effect on flight

A
  • Film of water increases weight up to 1-2%
  • Rougher surface reduces C(Lmax)
  • Drag increases 5% in light rain, up to 30% in heavy
  • Downwards impact can also have a big effect
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124
Q

Negative tail stall

A

Approaching the stall aircraft attitude is nose up, requiring downforce from tailplane so must be negative AoA.
Negative tail stall is when this AoA reaches critical angle (in negative direction), thus losing downforce suddenly and leading to uncontrolled pitch down.

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125
Q

Canard configuration

A

Aerodynamic surfaces at nose of aircraft to provide balancing moment, alternative to tailplane forces.

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126
Q

Characteristics of canard layout on stalling

A

Canards must be designed to stall before the main wings and tailplane, otherwise they will prevent pitch down recovery from the stall.

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127
Q

Definition of a spin

A

A stall must occur before a spin can take place.
A spin will happen if one wing is more stalled than the other - leading it to drop and the aircraft to yaw in that direction, eventually an autorotation maintains the spin.

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128
Q

Spin initiated from roll

A

The downgoing wing in a roll has a different airflow and thus a higher angle of attack. This can initiate a spin.

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129
Q

Phases of a spin

A

Incipient spin - From the point of stalling until the spin is fully developed
Fully developed spin - Starts once angular rotation rate, airspeed and vertical descent speed are stable (same from one turn to the next)
Spin recovery - Starts when anti-spin forces overcome pro-spin forces

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130
Q

Impact of mass on spin

A

Higher mass means slower initial spin rate, but as spin progresses it may increase more and will take more time/altitude to recover.

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131
Q

Impact of CoG on spin

A

Forward CoG is more stable so less likely to spin, but stall speed is higher (nose down pitch).
Aft CoG makes the spin flatter (nose level pitch). Being aft of the limit can lead to flat spin, but at a very high yaw rate, which increases rate of descent and can render the rudder and elevator ineffective.

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132
Q

Consideration around spin recovery

A

Different aircraft may have very different spin characteristics so you must follow spin recovery procedure for the specific aircraft.

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133
Q

General spin recovery process

A

i) Throttle to idle
ii) Neutralise ailerons
iii) Full rudder against spin (turn coordinator, NOT balance ball)
iv) Elevator to neutral
When rotation stops:
v) Neutralise rudder
vi) Gradual back pressure on pitch control (too fast can stall, too slow can overspeed)

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134
Q

Which indicator to look at during spin

A

Turn coordinator needle, NOT balance ball!

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135
Q

Airspeed high or low in a spin?

A

LOW!
As we are stalled. Vertical speed could be high.

136
Q

Crossed-control stall

A

If flying out of balance (too much or too little rudder, balance ball out of centre) one wing can stall suddenly and unexpectedly.
If ailerons used to lift stalled wing, instead of stall recovery process, spin can develop.

137
Q

Accelerated stall

A

Stall at load factor greater than 1g, so at higher speed than usual.
More violent than 1g stall.

138
Q

Secondary stall

A

A second stall during recovery due to failure to decrease AoA sufficiently, or trying to regain altitude too quickly.

139
Q

Shock stall (high speed buffet)

A

Compressibility of air.
High speed jet at high altitude cruise will be marginally above critical mach with small shockwave on the wing. If it overspeeds this shockwave grows creating high static pressure and boundary layer aft of that point separating.
The turbulent air will engulf the tail leading to severe airframe buffeting which can damage the aircraft.

140
Q

What is the change in airflow speed at a normal shockwave?

A

Supersonic air SLOWING DOWN to become subsonic, creates a normal shockwave.

141
Q

What is a high lift device?

A

Flaps and leading edge devices for increasing lift at low speed

142
Q

Effect of flaps on C(L) and AoA

A

Flaps will increase C(L) at a given AoA.
They will increase C(Lmax).
They will reduce AoA at C(Lmax) however, mostly because the original wing chord is used to reference AoA, but the new aerofoil shape (leading edge to tip of flap) is much steeper.

143
Q

Types of flap and characteristics

A

Plain: High drag for low speed aircraft
Split: Higher C(Lmax) than plain, but higher drag
Slotted: Higher C(Lmax) and less drag than plain/split, but complex (only type that increases critical angle)
Fowler: Highest C(Lmax) and least drag (due low thickness to chord), but big pitching moment change due to more wing further aft

144
Q

Most effective flap type

A

Fowler

145
Q

C(L) vs AoA for different flap types

A
146
Q

Variation of C(L) and C(D) with flap angle (charts)

A
147
Q

C(L) vs C(D) for different flap types

A
148
Q

Pitch effect of extending flaps

A

CoP moves aft (especially with fowler type) increasing the natural nose down pitching moment forces.

149
Q

Flap impact on tailplane and pitch

A

Tailplane effective AoA is determined by downwash from wings.
Lowering flaps will increase downwash, decreasing AoA of tailplane, reducing lift and leading to a nose up pitch effect.

150
Q

Purpose of leading edge flap

A

To increase camber on high speed aerofoils

151
Q

Krueger flap diagram

A
152
Q

Krueger flap useage (inboard vs outboard)

A

Often used on inboard section to promote root stall on swept wings, as they are less efficient than variable camber devices.

153
Q

Effect of leading edge flaps on lift

A

Increase angle of attack due to shape of wing around the chord (opposite to trailing edge flaps).
Thus C(L) is increased at all AoA, max AoA is increased and so C(Lmax) is significantly increased at the higher max AoA.
Increase critical angle unlike most types of flap.

154
Q

Effect of slot/slat on C(L)

A

Allowing higher kinetic energy air over the wing delays separation of boundary layer, increasing critical AoA.
C(L) profile at low AoAs below the normal critical angle is unchanged, but C(L) can keep going up by increasing AoA up to new critical angle.
Other leading edge devices increase the C(L) line in general because of change in camber, but slots maintain same aerofoil with a bit more energy to delay separation.

155
Q

Effect of slot/slat on pitching moment

A

Insignificant.
Pressure profile over the wing changes (flattens, less peak suckage at front) but not in such a way as to change pitching moment.

156
Q

How do automatic slots work?

A

On smaller aircraft, slats are allowed to be deployed by the suction pressure as the stagnation point moves up the leading edge, thus delaying the stall.

157
Q

Slot disadvantages (2)

A

High drag
Requirement for high AoA to achieve a high C(L), making landing visibility worse

158
Q

Sequence of slots vs flaps

A

Generally deploy the leading edge device first, to increase acceptable AoA. Deploying flaps first could increase upwash and effective AoA, forcing a stall.
Likewise flaps should be retracted first.

159
Q

Effect of slats and flaps on C(L) vs AoA

A
160
Q

Asymmetry in leading edge vs trailing edge devices

A

Leading edge devices are less affected by asymmetry, not likely to get a sudden uncontrollable roll.
Direct effect is instead a yawing effect.
However at high angles of attack (e.g. take off or landing) the effect could be bigger as one wing might have lift and the other not.

161
Q

Three potential static stability statuses

A

Positive static stability: Will return to previous stable position if displaced
Neutral: Will stay in the new position
Negative: Will move further away from the stable position.

162
Q

CoP vs AC for consideration of longitudinal stability

A

The CoP moves with angle of attack, whereas the Aerodynamic Centre (AC) is defined by staying in the same position (as AoA increases, CoP moves forward and lift increases, balancing the moment about the AC).

163
Q

Longitudinal stability of main wing alone

A

Obviously unstable.
AC is forward of CoG, a gust will increase AoA, increasing lift, creating moment force at AC around CoG.
Distance between AC and CoG determines size of moment force.

164
Q

How longitudinal stability is achieved

A

Tailplane generates positive stability. Gust will increase tailplane AoA and as tailplane AC is aft of CoG, a pitch down moment force is created.
This is designed to be greater than the pitch up moment of main wing. Force will be lower, but distance from CoG greater, so moment can be greater.

165
Q

Neutral point in longitudinal stability

A

If CoG is gradually moved backwards, there is a point where the moment force from main wing will equal moment force from tailplane in displacement.
This CoG position is the neutral point, where the aircraft will have neutral stability.

166
Q

Static margin

A

The distance between the current CoG position and the neutral point.
The minimum static stability margin will determine how far back the CoG is allowed to be.

167
Q

Controllability at the different states of stability

A

Increased stability reduces control.
If stability is negative, craft is impossible to control as every control movement then needs to be counteracted with an opposing one, like keeping a ball balanced on top of an upturned bowl!
[NOTE: Forward CoG => more stability, less control => bigger elevator movements required]

168
Q

Controllability and CoG
2 different scenarios

A

For minimum control speeds, which relate to OEI condition and ability of rudder, the moment arm of the rudder is most important. So minimum control speeds determined at aft CoG limit.
In general conditions however, aft CoG gives less aircraft stability and more controllability.

169
Q

Moment coefficient designations and directions
- Pitch
- Roll
- Yaw

A

Moment, Lateral, Normal

170
Q

C(M) direction

A

Positive coefficient of pitching moment is nose up, negative coefficient of pitching moment is nose down.
Think about it as relating to the nose (+ve) pushed the nose up.

171
Q

C(M) vs alpha charts

A

Negative gradient means positive stability. Reduction in alpha moves us up the line to give a positive C(M), lifting the nose and reducing the alpha back down. In reality won’t have a perfect straight line, could be a curve with negative stability at high alpha.

172
Q

Contribution of components to longitudinal stability and C(M): Wing

A

As AC is forward of CoG, the wing always contributes an unstable pitching moment.
Moment distance (AC to CoG) doesn’t change, so C(M) increases linearly with C(L). This positive slope leads to instability.

173
Q

Contribution of components to longitudinal stability and C(M): Fuselage and nacelles

A

All symmetrical bodies at an angle of attack in an airflow create unstable moments without creating any lift.
REAR FUSELAGE mounted nacelles have a POSITIVE effect.

174
Q

Longitudinal dihedral

A

The difference between angle of incidence of tailplane vs wing.
Lower angle of incidence of tailplane means that a gust increasing AoA will have a different % impact on tailplane than wing, thus increasing effectiveness of tailplane stability vs wing instability.
Also, we generally want in cruise a 4 deg AoA of wing and neutral tailplane.

175
Q

Impact of downwash on tailplane stability

A

Increase in AoA will increase downwash from the main wing which then reduces the effective AoA at the tailplane.
Thus an increase in AoA is fully experienced by the main wing, but partially offset by downwash at the tailplane.
This reduces stability effectiveness of tailplane.

176
Q

Explanation of C(M) vs C(L) chart with variation of CoG position

A

CoG moving backwards primarily impacts moment force from the wing as the force is strong and moment arm is short there.
The instability moment from wing increases as CoG moves rearwards, shifting the C(M) vs C(L) curve upwards, eventually reaching a flat “neutral point”, then becoming positive gradient (i.e unstable).

177
Q

Effects of power on longitudinal stability

A

Effect of prop slipstream over tailplane can be stabilising, other effects are destabilising:
- Moment force of jet engines under wing
- Moment force of prop engines
- Slipstream over main wings (prop)
- Downwash due to main wing slipstream
- Jet stream near tailplane

178
Q

Effect of high lift devices on longitudinal stability

A

Can be some stabilising effect on the main wing, but predominant effect is instability.
This is due to increased downwash and reduced dynamic pressure at tail.

179
Q

Impact of elevator position (deflection) on C(M) vs C(L)/AoA

A

Elevator position doesn’t affect stability (i.e. gradient of C(M) vs C(L)), but obviously impacts the point of trim, i.e. level of C(L) where C(M) = 0.
Thus C(M) vs C(L) lines for different elevator deflections are parallel, but intersect C(M) = 0 at different points.

180
Q

Chart of C(M) vs C(L) at different elevator deflections

A
181
Q

Stick position stability

A

This characteristic means that the stick needs to be moved aft to increase AoA and trim at lower speed, and forward to decrease AoA and trim at higher speed.
This is achieved if the CoG is forward of the neutral point.

182
Q

Manoeuvre stability

A

When pitching the aircraft (e.g. up) the aircraft rotates around the CoG and the tailplane experiences a pitching velocity (downwards), meaning relative airflow is coming from a lower angle during the manoeuvre. This increases tailplane AoA and thus stability.

183
Q

Impact of TAS on manoeuvre stability

A

At low TAS manoeuvre stability effect will be greater, as the pitching velocity component of relative airflow velocity is relatively stronger.

184
Q

Manoeuvre point

A

As the CoG is moved aft, the manoeuvre stability effect will have a bigger impact on the wing and less on the tailplane. Thus there is a neutral point at which manoeuvre stability is neutral.
This is usually aft of the neutral point however, so not of concern.

185
Q

Relationship between manoeuvring stability and stick force

A

Naturally, high manoeuvring stability requires more stick force for a given load factor. CoG may be given a forward limit based on limiting the required stick force to increase load factor (i.e. pitch up).

186
Q

Impact of altitude on stick force vs load factor

A

At higher altitude, TAS increases to maintain steady flight (1g). Manoeuvring stability reduces with high TAS therefore stick force required for increase in load factor is reduced.

187
Q

Manoeuvring stick force calculations

A

Is a force per “g”, measuring in N/g.
e.g. force required to create a 2.5g turn or climb. Often depicted in a linear graph.

NOTE: Origin is 0 force, 1g, not 0g! NO stick force required at 1g, 150N/g implies 150N for a 2g turn!

188
Q

Stick force stability and M(crit)

A

This relates to mach tuck.
Stick force stability means the stick doing what it should (back to slow down, forward to speed up). Mach tuck reverses this relationship so results in a “decrease in stick force stability”.

189
Q

Methods of tailoring control forces

A
  • Stick centring spring
  • Down spring
  • Bobweight
190
Q

Stick centring spring
- biggest effect at high or low speed?

A

Spring forces act to centre the stick, so force depends on amount of deflection.
Contribution the greatest at low flight speeds where larger control deflections are required.

191
Q

Down spring & bobweight

A

These work similarly, pulling the stick forward only (with a spring or a weight).
Trimming will create a control force to offset the spring/weight and thus an increase in stick force regardless of position.

192
Q

Extra feature of bobweight

A

As the bobweight uses a weight to generate force, it will have a bigger effect during high g manoeuvres, thus creating more control resistance at those times and restricting the pilot.

193
Q

Take off control requirement

A

Tailplane needs to be able to rotate the aircraft to take off attitude, with main gear on the floor.
This requires it to offset 2 moment forces:
- Resistance of main gear rolling on runway
- CoG ahead of main gear
On prop plane, slipstream over tailplane may help.

194
Q

Landing control requirement

A

With flaps down, power off, CoG at most forward position, aircraft is at its most stable. Having sufficient elevator control in this configuration is a key limiting factor.
Ground effect has an additional impact, reducing induced drag and downwash and so increasing AoA of tailplane, requiring elevator to be capable of a high angle to maintain pitch down.

195
Q

Dynamic stability

A

Relates primarily to positive static stability where recovery from a disturbance is oscillatory.
If oscillations are damped (gradually reduce), dynamic stability is positive. If they stay the same it is neutral, if they increase it is negative.
In non-oscillatory behaviour, dynamic stability is same as static.

196
Q

Subsidence and divergence in stability

A

Subsidence (or dead beat return) describes static stability without oscillation, i.e. recover directly to the previous position without going past it.
Divergence describes negative static stability, i.e. keep moving away from the previous position.

197
Q

Phugoid

A

Long Period Oscillation
Oscillations over a period of around 1-2 mins in pitch attitude, altitude and airspeed (with constant AoA).
DO reduce to zero though so reflect positive static and positive dynamic stability.
However because of longer periods do get significant variance in altitude (unlike short period oscillation).

198
Q

Short Period Oscillation

A

This involves significant changes in AoA and thus load factor, whilst speed, height and pitch are constant. Oscillations are rapid, about 1-2 secs.
This is dangerous as pilot input lag may lead to exacerbating the effect.
Aircraft must demonstrate high level of damping of this effect, so take hands off controls and let is recover.

199
Q

Dynamic stability at altitude

A

Dynamic stability is reduced at altitude due to reduced aerodynamic damping

200
Q

Coefficients of pitch, roll & yaw and direction

A

Pitch: C(M) - positive when nose up
Roll: C(L) - positive when rolling right
Yaw: C(N) - positive when nose right

201
Q

Sideslip
- Designation of angle (letter, direction)

A

Sideslip angle designated as beta, it is angle between longitudinal axis and relative airflow in horizontal plane.
Relative airflow coming from the right is described as a sideslip to the right and sideslip angle is +VE.
[Note yaw angle is the opposite of sideslip angle]

202
Q

Directional Stability definition

A

The initial tendency of the aircraft to return to its equilibrium angle of sideslip (typically zero).
Thus strong directional stability implies difficulty maintaining sideslip.

203
Q

Static Directional Stability
- Relationship between beta and C(N)

A

We require a positive relationship between beta and the C(N).
e.g. Sideslip to the right => beta is +ve
If C(N) is +ve a moment force yawing to the right will correct the sideslip

204
Q

Chart showing typical static directional stability

A
205
Q

Directional stability of fuselage

A

Fuselage is naturally unstable. AC is forward of its CoG so tends to get blown further around once turned.

206
Q

Features to increase directional stability of fuselage

A

Dorsol or ventral fins (back/belly)
They are small and low aspect ratio (long and thin) so generate minimal “lift” at low angles, but create increasing stabilising effect at larger angles of yaw.

207
Q

Dorsal vs ventral fins

A

Dorsal fins generate positive lateral stability whilst ventral contribute negative lateral stability, so dorsal more common

208
Q

Directional stability effect of fin

A

Creates significant directional stability moment due to large moment arm from CoG. Large aspect ratio (relative to dorsal fin) increases impact at low angles of yaw (i.e. AoA) but the fin will stall before dorsal fin does, when dorsal fin will become more important.

209
Q

Directional stability effect of wing and nacelles

A

Straight wing is negligible
Nacelles usually destabilising, but depends.
Swept back wing has a small positive stability effect due to higher lift on forward wing having more induced drag.

210
Q

Chart of combination of directional stability of components

A
211
Q

Power effect on directional stability

A

Generally destabilising.
Higher for prop craft due to slipstream effect, negligible for jets.
Biggest impact at high power, low speed.

212
Q

CoG position effect on directional stability

A

Minimal (CoG limits for longitudinal stability are greater than any directional stability concerns).

213
Q

AoA effect on directional stability

A

High AoA blocks airflow over the fin so reduces directional stability.
Ventral fins can combat this, but landing clearance can limit their size.

214
Q

Direction of rolling moment

A

Positive rolling is taken to be when the right wing moves downwards

215
Q

Lateral stability chart
- C(L) vs sideslip angle

A

+ve C(L) is roll to the right, +ve sideslip angle is to the right (airflow from the right). Chart shows that left sideslip gives correcting roll to the right.

216
Q

Principal factor in lateral stability

A

Sideslip

217
Q

Desired relationship between C(l) and beta (sideslip angle) for stability

A

If beta is +ve this means relative airflow is coming from the right. We want to roll to the left to recover therefore a -ve C(l) is required.
Thus lateral stability requires a negative relationship between C(l) and beta.

218
Q

Desired strength of lateral stability

A

Overly strong lateral stability can lead to control issues in crosswind landing and oscillatory coupling with directional stability, so we desire a mild level of lateral stability.

219
Q

Geometric dihedral

A

Creates high AoA of wing heading into sideslip and therefore a lifting moment on that side.
Positive lateral stability.

220
Q

Dihedral effect

A

Collective description for lateral stability contribution of wing position, flaps, power (etc.), based on the fact that dihedral is the overriding factor.

221
Q

Wing position effect on lateral stability

A

Sideslipping air is directed around the fuselage from the side, going below it at the bottom and above it at the top.
This redirection creates lower AoA for sideslip side wing on a low wing aircraft, higher AoA on a high wing aircraft.
So positive effect for high wing, negative stability effect for low wing.

222
Q

Other lateral stability effects
- sweepback
- fin
- ventral fin
- power
- flaps

A

Sweepback - more lift on wing facing airstream straight on (also more drag so directional stability too)
Fin - small effect due to airflow resistance
Ventral fin - negative effect
Power - prop stream over inner area of wing reduces dihedral effect
Flaps - Extra lift on inner area of wing reduces dihedral effect

223
Q

Spiral Divergence
- Cause
- Description

A

Caused by high directional stability relative to dihedral effect.
Gentle effect where sideslip causes a yaw into the turn, limited correction of the roll and gentle spiral starts. Eventually leads to a spiral dive.
This is easy to identify and resolve.

224
Q

Dutch Roll
- Cause
- Description

A

Caused by large dihedral effect relative to directional stability.
After yaw is introduced, aircraft will roll in same direction due to dihedral effect. Increased induced drag on the rising wing causes reverse yaw and thus oscillations between yawing and rolling.

225
Q

Dutch roll recovery

A

Risk of pilot induced oscillation (PIO) if using the rudder to correct.
Use ailerons instead.
Aircraft will have yaw damping to reduce the effect.

226
Q

Impact of speed and altitude on dutch roll

A

Dutch roll more likely at high speed and high altitude (consider reducing speed/altitude to recover/prevent).

227
Q

Pilot Induced Oscillation

A

Oscillation of movement due to pilot attempting to correct short period motion, which can very quickly reach dangerous proportions.
Solution is letting go of the controls.

228
Q

Impact of altitude on aerodynamic damping

A

High TAS reduces angle of attack changes and thus also aerodynamic damping.
At ISA altitude of 40,000 ft, aerodynamic damping is half amount at sea level.
Stability in general reduces with IAS being low relative to TAS, thus failure of dutch roll filter (for example) will lead to a lower operating height.

229
Q

Mach tuck

A

Or high speed tuck, or tuck under.
Shock wave on swept back wing reduces lift forward of CoG and reduces downwash over tailplane.
This creates a pitch down moment and aircraft becomes unstable in terms of speed.

230
Q

Mach trim

A

A system to combat mach tuck, by deflecting elevators, moving CoG aft (fuel tanks) or adjusting tailplane incidence.

231
Q

Inset hinge

A

Hinge point is inside the control surface (rather than at the very end), reducing moment arm between aerodynamic force and hinge point.

232
Q

Overbalance in inset hinge

A

If the hinge point were set far enough into the control surface that the aerodynamic force could move to the wrong side of it, reverse control movement would be required which would be very dangerous.
Design needs to ensure this can’t happen.

233
Q

Horn balance

A

Sticks out on opposite side to main control surface to provide balancing aerodynamic force.

234
Q

Internal balance

A

Movement of control surface adjusts pressure to assist with control force

235
Q

Balance tab

A

Small tab moving opposite direction to control surface at it’s rear, acts to maintain the deflection of the control surface, reducing stick force required.

236
Q

Anti-balance tab

A

Moves in the same direction of control surface to magnify stick forces.

237
Q

Servo tab

A

Similar to balance tab but pilot controls the tab directly, which creates the control surface deflection.
WARNING: Need to be sure control locks are removed, can only check free movement of servo tab itself from the cockpit.

238
Q

Spring tab

A

Modification of servo tab where a spring means maximum assistance is provided at high speed when stick forces are greatest.

239
Q

Trim tab

A

A tab at edge of a control surface that doesn’t move relative to the control surface when the control surface itself moves.
Either set on the ground based on test flights, or adjustable via trim adjustments in the cockpit.

240
Q

What control do you have if you take off with control surfaces locked?

A

Trim tabs (and servo and spring tabs) can give some level of control, in the opposite sense to normal.

241
Q

Position of supersonic shockwave at M(FS) (Mach number free stream)

A

Will be slightly ahead of the nose. Compressibility causes kinetic heating of compressed air ahead of the nose. Higher temp means higher LSS.
Further ahead of the nose, in the cooler air, LSS reduces and the shockwave forms.

242
Q

M(DET)

A

Mach number at which the shockwave attaches (DET!) back to the aircraft as speed increases and offsets kinetic/compressibility effect.
Will be around 1.3 x M(FS)

243
Q

M(CRIT)

A

The mach number at which local flow becomes sonic anywhere on the aircraft (i.e. over accelerated surfaces such as cambered wing).

244
Q

Effect on M(CRIT) of
- Angle of attack
- Mass
- CG

A

Angle of attack increases acceleration of air flow over surfaces, reducing speed at which air becomes sonic. Thus M(CRIT) decreases with AoA.
Mass will require an increase in lift and AoA therefore higher mass reduces M(CRIT).
A forward CG also increases lift required, so lower M(CRIT).

245
Q

Transonic flight

A

The transonic range is between M(CRIT) and M(DET) [NOT M(FS)].
This is the range in which we fly, where air over some parts of the aircraft are supersonic.
Defined as the range where there will be subsonic, sonic and supersonic air on different parts of the aircraft.

246
Q

Effect of supersonic air passing through a normal shockwave:
- static pressure
- density
- LSS
- temperature

A

All increase

247
Q

Shock stall

A

Compressibility increases air density ahead of leading edge and thus speed over the wing.
This increases C(L) initially.
As shockwaves build up on the back of the wing however they will eventually cause separation and a “shock stall” causing C(L) to fall.
NOT connected to AoA, shock stall point is the point of maximal C(L) in mach, for a given AoA.

248
Q

From shock stall to mach 1.0

A

Shockwaves start to occur on the bottom of the wing, but as speed increases both sets move backwards towards the trailing edge and lift stabilises.
Trailing edge devices (ailerons) are less powerful, which can be a problem.
At Mach 1.0 CP moves back to 50% and stabilises (has been moving a lot up to now), which can cause a big pitch down.

249
Q

When does bow wave form in transonic flight?

A

Just above mach 1.0

250
Q

Specific forms of drag in transonic flight

A

Shockwaves cause “wave drag”, composed of 2 parts:
i) Energy drag (energy lost to temperature increase through shockwaves)
ii) Separation drag (separation of boundary layer behind shockwaves)

251
Q

Profile of C(L) as speed increases through M(CRIT) and M(DET)

A

Initially increases as compressibility accelerates airflow over wing. Drops once shockwave forms over large part of wing (shock stall). Recovers towards M1.0 as shockwaves move to back of wing.

252
Q

Profile of drag through transonic flight

A

Drag divergence mach number is just above M(CRIT) and is when shockwaves cause significant drag increase.

253
Q

Supercritical wing profile

A

Flatter upper surface delays shockwave, reducing drag and moving it more quickly to the trailing edge.
Larger leading edge radius.
Enables flight in transonic region.
INCREASES M(CRIT)!

254
Q

Wing thickness in transonic flight

A

Thin wings have problems with strength and fuel capacity, but reduce the C(L) and drag profiles to stabilise flight in transonic region.

255
Q

C(L) chart showing effect of wing thickness on transonic flight

A
256
Q

Swept wings impact on transonic flight

A

Path of the airflow over the wing is stretched out, so acceleration is reduced and C(L) and drag transonic profiles are smoothed. Drag in transonic range is reduced significantly. M(CRIT) increases.

Downside to this is reduced lift so higher required take off speeds, higher drag at supersonic speed and other issues.

257
Q

C(D) chart over transonic range for straight vs swept wings

A
258
Q

Vortex generators

A

Sit on the upper wing surface just ahead of where significant shockwaves will start. They make the airflow behind turbulent, high energy, delaying the stall and pushing an upper shockwave to the back of the wing.
This can increase critical AoA, but will also increase drag and gives a high attitude on approach (unlike flaps/slats).

259
Q

Pitch Angle
Flight Path Angle

A

Flight Path Angle + AoA = Pitch Angle

260
Q

Formula for thrust and drag in climb

A

Sin (gamma) = (T - D) / W

gamma = flight path angle

[Assume D/W = D/L (inverse lift ratio) for questions]

261
Q

Formula for lift in climb

A

Lift = w x cos (gamma)

262
Q

C(L) vs C(D) curve for climbing

A
263
Q

C(L) vs C(D) curve for gliding

A
264
Q

Load factor formula in turn

A

Load Factor = 1 / cos (angle of bank)

Note: Does not depend on weight, speed, etc.

265
Q

AoB for rate 1 turn

A

AoB = 7 deg + TAS / 10

[Note: Bigger TAS => slower rate of turn @ given AoB]

266
Q

Formula for turn radius

A

R = TAS^2 / (g x tan(bank angle))

267
Q

Formula for thrust, drag in descent

A

Opposite of climb (reverse thrust and drag, or angle, depending on how you look at it).
Sin (gamma) = (D - T) / Weight

268
Q

Secondary effect of rudder

A

Roll in direction of yaw

269
Q

Secondary effect of ailerons (2)

A

Adverse yaw
Later sideslip in direction of bank

270
Q

Roll spoilers

A

Alternative to ailerons which don’t work well for large jets. Spoiler causes separation on upper side of wing, causing flow separation and reducing lift. This causes a turn in the direction of that wing.

271
Q

Adverse yaw
- Description
- 2 solutions

A

When rolling with aileron, have higher lift on upgoing wing, less on downgoing. Thus higher induced drag on outside of turn than inside, creating a yaw in opposite direction.
Can resolve with:
- Differential aileron (more deflection on upgoing aileron = downgoing wing)
- Frise type ailerons

272
Q

Roll damping

A

When roll is initiated, the upgoing wing will have lower AoA than the downgoing, creating a force that resists the turn.
At a given displacement of the control column the turn will settle at a given rate of turn when the forces balance.
This is a form of aerodynamic damping.

273
Q

Slab Tail

A

A stabiliser that is used as the pitch control surface. No separate elevator, but can have a trim tab.
e.g. PA28

274
Q

Stabiliser Trim

A

This is when the stabiliser is moved as a trimming mechanism. There is an elevator which is used for fine control and pilot input, whilst trimming adjusts the entire stabiliser and allows the elevator to move to a neutral position.

275
Q

Flexural aileron flutter

A

Turbulence pushes the wing up but because aileron CoG is behind its hinge, it lags as it is “dragged” up. This means it is in down position and creates an upwards force.
When the wing rebounds back down the aileron will again lag and create a down force.
Can be resolved with mass balances.

276
Q

Torsional aileron flutter

A

Similar to flexural, but instead of the wing moving directly up or down, the movement of the aileron causes it to twist around its torsional axis.
Can still be resolved with mass balances.

277
Q

High Speed Aileron reversal

A

Aileron movement from pilot creates a torsional movement in the wing (similar to torsional aileron flutter) which opposes the demanded roll.
Can resolve by using inboard ailerons at high speed, where the wing is thicker and torsional force can be resisted.

278
Q

Torsional Flexural Flutter

A

This is movement solely in the wing without aileron movement, caused by CoG of the wing being different to torsional axis.
Solution is mass balancing, ensuring that mass is appropriately positioned relative to the torsional axis.

279
Q

Hard vs soft control protections (fly by wire)

A

Hard prevent control movements beyond limits.
Soft might display a warning or an aural alert, but not physically prevent the control input.

280
Q

Trim tabs on powered controls

A

Can have trim tabs on partially powered controls, but no point on fully powered (irreversible) as no pilot strength is required to move control surfaces.

281
Q

Propeller angles
- Pitch/blade angle
- Helix angle

A

Pitch or blade angle is the angle between the chorld line of the prop blade and the plane of rotation.
Helix angle is the angle between the relative airflow over the blade and the plane of rotation.
The difference is the angle of attack of the blade.

282
Q

Propeller “pitch”
- Geometric pitch
- Effective pitch
- Slip

A

Pitch is the “distance” a blade would move through in one rotation, like a screw. Related to the propeller angles but a different way of viewing it.
Geometric pitch is equivalent to blade angle, distance covered if the blade was screwed into something solid.
Effective pitch is equivalent to helix angle is is the distance the blade moves forward through airflow.
Slip is the difference (related to alpha).

283
Q

Reference section of propeller

A

Point 3/4 of the way along the blade where the pitch is measured as the representative pitch of the propeller.

284
Q

Propeller Thrust Horsepower (THP) as TAS changes

A

Power is zero at zero TAS.
Increases with TAS up to the peak point where alpha is 4 degrees, which is the most efficient point.
Increasing speed beyond this point power reduces as the blade is inefficient and thrust falls.

285
Q

Effect of changing rpm on variable pitch propeller

A

Selecting a lower rpm causes the CSU to coarsen the blades (which increases drag to slow the propeller).
The reduced rotational speed also affects the relative airflow however, reducing alpha, therefore further coarsening is required to maintain the rpm.

286
Q

Windmilling propeller

A

In a high speed dive, or in glide with zero power, forces on the propeller blade are a large component of drag and a torque force in the same direction as engine torque.
This is maximised at fine pitch (high rpm) but coarsening will reduce the drag effect.
So fine pitch is good for restarting engine, coarse for reducing drag (e.g. if engine is dead or planned high speed dive).

287
Q

Feathering

A

Loss of torque on failed engine leads to a fine pitch, therefore high drag which can create dangerous yaw on multi-engine.
Feathering involves coarsening the blades to about 85 degrees, getting rid of the drag and windmill effect.

288
Q

Propeller effects
- Gyroscopic effect

A

Especially on tailwheel.
Get yaw to the left (for RH prop) when tail lifts up along runway (propeller circle tilted forwards precessed).
Get yaw to the right on rotation [the only right yaw in all prop effects!].

289
Q

Propeller effects
- Asymmetric blade effect

A

Typically the prop circle faces upwards relative to direction of travel, so blade travels further when going down than when going up.
Thus on right hand propeller, the right side of prop direction will produce more thrust than left side, creating asymmetrical thrust (P-factor).

290
Q

Propeller effects
- Slipstream effect

A

Yaw to the left for right hand propeller due to slipstream effect throwing airflow from left to right over the fin.

291
Q

Propeller effects
- Torque effect

A

Torque that attempts to turn aircraft opposite to direction of the prop rotation. Easily countered with aileron, creates a left yaw in RH propeller and increased force on left side wheels.
Can be mitigated on multi prop with counter-rotating propellers. [NOT CONTRA-rotating, which are 2 opposite directed props infront of each other]

292
Q

3 factors affecting propellers ability to absorb shaft power

A
  • Diameter (limited by tip speed approaching transonic range, plus ground clearance)
  • Disc solidity (more blades = more blade and less air in the disc, max around 5)
  • Max lift coefficient (camber increases this but increases drag so efficiency is lower)
    [2 bladed prop with long thin blades is very efficient, but low power absorption]
293
Q

Propeller noise

A

Most influenced by tip speed, so reduced rpm and reduced diameter help (but lower diameter affects power absorption).
Decreasing number of blades does NOT reduce noise, as it requires longer blades for the same power, thus faster tip speeds.

294
Q

When is the yaw effect of asymmetric flight (engine failure) strongest?

A

When at high alpha.
This is when air flow over the rudder and other surfaces is lowest so less torque force around to counter the yaw effect.

295
Q

Asymmetric flight (engine failure) in prop:
- Thrust
- Drag
- Lift

A

Thrust lost on failed engine and offset by P-factor on functioning engine (to the right for clockwise rotation) => Yaw to failed engine.
Drag increases on failed engine (especially if not feathered) => Yaw to failed engine.
Slipstream effect from prop creates a lot of lift, so lift reduces on failed side => Roll to failed engine.

296
Q

Cause of sideslip during balanced asymmetric flight (engine failure)

A

The rudder creates a sideways force in order to create a moment to offset the moment from the single operational engine.
There is no balance to this sideways force however so aircraft has a tendency to move sideways towards the failed engine.
This means airflow approaches from that side and craft is in a sideslip.

297
Q

Effects of sideslip in asymmetric flight

A

i) Airflow over the fin creates an additional yawing effect towards the failed engine, requiring even greater rudder force to offset moment.
ii) Fuselage blocks airflow over a portion of the wing on the operational engine side, reducing total lift.

298
Q

Eliminating sideslip in asymmetric flight

A

“Five to the live”
5 degrees of bank towards the live engine will create a lateral component to lift (sideways, not yawing) which offsets part (or all) of the lateral force causing sideslip.
This acts at or close to the CoG so no yaw effect.

299
Q

Balance ball in asymmetric flight

A

With wings level and rudder used to get balanced flight, the balance ball will be central as forces are balanced.
Using roll to eliminate sideslip will cause it to move towards live side (think gravity) as the aircraft isn’t balanced.

300
Q

Effect of mass on asymmetric flight

A

Increase in mass requires increased speeds and thus asymmetric inbalanced forced are smaller.
Biggest problems are with less mass and less speed.

301
Q

Asymmetric Flight
- Limits on roll to balance sideslide

A

The bank uses lift to create a lateral force. This reduces lift, requiring even higher alpha and higher drag. Given the already high drag, doing this too much is a risk.
Risk of FIN STALL.

302
Q

Effect of pressure altitude on minimum control speeds

A

Higher temperature and higher altitude reduce maximum potential thrust, which allows lower minimum control speeds. This is because control speeds are based on the assumption that remaining engines operate at full thrust.

303
Q

V(MCG)
- Description

A

Minimum control speed on the ground.
Requires control of aircraft (rudder only, not nosewheel steering) within 30ft (9.1m) laterally at most.

304
Q

V(MCG)
- Conditions under which determined (5)

A

i) In each TO configuration (or most critical one)
ii) Maximum thrust on other engines
iii) Most unfavourable CoG
iv) Most unfavourable mass
v) Trim for TO

[WIND IGNORED!]

305
Q

V(MC)
- Definition

A

CAS at which aircraft can be controlled in S&L flight with AoB no more than 5 degrees.
Limited to 1.13 x V(SR) based on a set of assumptions.

306
Q

V(MC)
- Conditions under which determined (7)

A

1.13 x V(SR) assuming:
i) Most critical TO configuration along flight path after becoming airborne, but with landing gear retracted
ii) Maximum thrust on other engines
iii) Most unfavourable CoG
iv) Maximum sea level TOW
v) Trim for TO
vi) Ground effect negligible
vii) Inactive prop windmilling, unless automatic feathering device

307
Q

Recovering if speed reduced below V(MC) with engine out

A

Only recovery is to reduce thrust on operating engine(s) and recover speed by pitching down.
Obviously this is not a good position to be in, so great care must be taken to avoid speed reducing to this point.

308
Q

Difference between how V(MC) and V(MCG) are determined

A

V(MCG) is based on specific conditions (CoG position, altitude, temperature) based on a specific take off.
V(MC) isn’t recalculated for specific conditions, so in favourable conditions (forward CoG, high altitude, high mass) control may actually be possible below V(MC).

309
Q

V(MCL)
- Definition

A

Minimum speed at which aircraft can be controlled in case of failure of critical engine during approach and landing.
Need to be capable of 20 degree turn towards the live engine within 5 seconds.

310
Q

V(MCL)
- Conditions at which determined (6)

A

i) Most critical configuration (or each configuration)
ii) GA thrust on other engines
iii) Most unfavourable CoG
iv) Most unfavourable mass
v) Trim for approach
vi) Prop on inactive engine at position it achieves without pilot intervention

311
Q

Speed limitations
- CS23
- CS25

A

CS23:
- V(NE): Structural never exceed speed
- V(NO): Normal operating speed, gives a margin to ensure that V(NE) is not exceeded due to turbulence/windshear

CS25:
- M(MO): Maximum mach number
- V(MO): Calculated IAS that varies with altitude to ensure M(MO) not exceeded

312
Q

Restriction on V(MO)

A

V(MO) <= V(C)

313
Q

V(A)
- Description
- Formula

A

Stall speed at limit load factor (+2.5g or -1.0g for CS25).
Calculate as V(A) = V(S) x sqrt(n)

where n = 2.5g

[Stall speed varies with sqrt of load factor]
[Relates to maximum elevator - below V(A) max elevator stalls, above it exceeds 2.5g]

314
Q

Load Factors
- CS25
- Light aircraft
- Utility
- Aerobatic

A

CS25: 2.5g
Light: 3.8g
Utility: 4.4g
Aerobatic: 6.0g

315
Q

Load factor vs speed chart (aka flight envelope)

A
316
Q

V(C) & V(D)

A

V(D) - Design dive speed, absolute speed limit the aircraft is capable of sustaining
V(C) - Design cruise speed, aircraft tested in level flight up to this speed, then put into manoeuvre to reach V(D).
V(D) >= 1.25 V(C)

These are limits for testing, they feed into the limits relevant to pilots.

317
Q

V(FE)
- Definition
- G limit under CS25

A

Maximum speed flaps extended. G limit reduced to 2.0.

318
Q

Effect of altitude on flight envelope

A

Mach numbers can start to limit speeds and high load factors not possible, so the envelope starts to shrink.
This includes increasing stall speed.

319
Q

Gust envelope (diagram)
- Gust speeds (3)

A

Note: Gust lines originate from V=0, N=1. Shape symmetrical above V(B).

320
Q

V(B)

A

Design speed for maximum gust intensity

321
Q

Overlaid gust and flight envelopes

A
322
Q

V(RA)

A

Maximum speed for turbulence penetration. Somewhere between V(A) and V(C).
Must be 35kt below V(MO) if speed is NOT limited by M(MO). More complex calculation once speed is M(MO) limited as there are two buffet boundaries.

323
Q

Gust load factor
- Description
- Impact of alpha

A

Change in load factor as a result of a gust (vertical) changing AoA of the wing.
Higher alpha will reduce gust load factor as the change in AoA is proportionately less as a percentage.

324
Q

Impacts on gust load factor
- Speed
- Mass
- Wing loading
- Wing area
- Aspect ratio
- Swept wing
- Altitude

A

Lower speed means higher AoA so lower GLF.
Higher mass requires higher alpha.
High wing loading requires higher alpha.
Low wing area relates to high wing loading.
High aspect ratio wings produce higher lift at lower AoA, so high aspect ratio gives low alpha and higher GLF.
Swept wing is low aspect ratio
High altitude increases TAS so reduces effective impact of the same speed gust (vector diagram).

325
Q

Aerodynamic ceiling chart

A
326
Q

Service ceiling
Absolute ceiling

A

Service ceiling: 100ft/min capable
Absolute ceiling: 0ft/min capable

327
Q

Lift dumper

A

e.g. spoiler
Increase drag and reduce lift

328
Q

Gust speeds against velocities
- V(B)
- V(C)
- V(D)

A

V(B): 66 ft/sec
V(C): 50 ft/sec
V(D): 25 ft/sec

Reducing as high velocity reduces acceptable gust speed.
Note: 66 ft/sec covers velocity from V(B) up to V(C) (and so on).

329
Q

Relationship between temperature and:
- LSS
- MN
- TAS
- IAS

A

LSS = 38.95 sqrt(T)
MN = TAS / LSS
IAS = 1/2 rho TAS^2

So for constant IAS, temperature doesn’t affect MN (and vice versa).
However if TAS is constant, temperature will change MN (and vice versa).

330
Q

Deterrent buffet

A

Considered the stall limit on jet transport aircraft.
Sufficient buffet that flight crew would be deterred from further AoA.
There are lesser levels of initial buffet which a pilot might push through.

331
Q

High lift devices more effective for straight or swept wing?

A

More effective on straight wing, simply as straight wings are more effective at lift than swept wings.

332
Q

Direction of lift and drag in S&L flight

A

Drag parallel to RELATIVE AIRFLOW.
Lift perpendicular to RELATIVE AIRFLOW.

333
Q

“coke bottle shape” pupose

A

Reduce interference drag.
Relates to “area rule”.

334
Q

Mach angle

A

Half of the cone angle, supersonic cone you fly into.
Sin (mach angle) = 1 / MN
Closes in as you fly faster
[Unsure if this is in exams]

335
Q

Angle of attack of each wing during climbing/descending turns

A

Angle of relative airflow is flatter for the faster outside wing.
So it has a higher AoA when climbing, lower when descending.

336
Q

Contra vs counter rotating propellers

A

Contra: Weird ones on the same shaft
Counter: Opposite direction normal props

337
Q

Gust factor and “steepness of lift curve”

A

Lift curve refers to lift vs AoA.
If it is steep then a small change in AoA due to a gust will have a big impact on lift.
Thus gust factor is BIGGER for a STEEPER lift curve.

ATPL - Module 3 (4 decks)

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