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080 Principles of Flight - 2014.pdf
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Limitations 14

The Negative Stall

If the angle of attack of the wing is ‘increased’ in the negative direction, it will eventually reach an angle at which it will stall. (If the wing section is symmetrical this angle will be the same as the positive stall angle, but for a cambered wing, the angle and the negative CLMAX will usually be lower). The line OH in Figure 14.1 represents the negative CLMAX boundary. For large aircraft a limit load factor of -1 must be considered up to VC. From VC to VD the negative load factor varies linearly from -1 to 0.

Manoeuvre Boundaries

Taking into account the limiting values of positive and negative load factor, and the maximum speed to be considered, the aircraft is therefore safe to operate within the boundaries shown in Figure 14.5.

3

A

C

 

 

 

 

 

 

 

2

 

 

D

 

 

1

S

SAFE

L

 

 

 

OPERATION

 

 

 

 

 

 

SPEED

14

 

 

 

E

O

 

 

(EAS)

 

 

 

 

 

 

 

Limitations

1

H

F

 

 

 

 

 

 

 

 

Figure 14.5 Manoeuvre boundaries

 

 

 

Line SL represents level 1g flight. Line SA shows the load factors that could be produced by pitching the wing to its stalling angle. Line ACD is the limit set by the maximum positive ‘g’ which the airframe is required to withstand. Line OH shows the negative load factors that could be produced with the wing at its negative stalling angle, and line HFE is the negative ‘g’ limit.

The design speeds VC and VD, already defined, are used for the purpose of assessing the strength requirements of the aircraft in various flight conditions. These speeds are not scheduled in the aircraft’s Flight Manual, but the operational speed limits which are scheduled, are related to them.

465

14 Limitations

Operational Speed Limits

Limitations 14

The maximum airspeed at which an aircraft is permitted to fly is VMO for ‘large aircraft’ (CS-25) or VNE for other aircraft (CS-23) other than turbine engined aircraft. (For certification, a large aircraft is defined as one of more then 5700 kg Maximum Certificated Take-off Mass).

Maximum Operating Speed (Large Aircraft) VMO / MMO : VMO is a speed that may not be deliberately exceeded in any regime of flight (climb, cruise or descent). VMO must not be greater than VC and must be sufficiently below VD to make it highly improbable that VD will be inadvertently exceeded in operations.

Because VMO is an Indicated Airspeed, as altitude increases the Mach number corresponding to VMO will increase. There will be additional limitations on the aircraft because of compressibility effects. In a climb VMO will be superceded by MMO (maximum operating Mach number) at about 24 000 to 29 000 ft, depending on atmospheric conditions.

Mach/Airspeed Warning System (Large Aircraft): Two independent Mach/Airspeed warning systems provide a distinct aural warning (clacker) any time the maximum speed of VMO/MMO is exceeded. The warning clackers can be silenced only by reducing airspeed below VMO/MMO.

When Climbing at Constant IAS

It is Possible to Exceed MMO

When Descending at Constant Mach No.

It is Possible to Exceed VMO

Never Exceed Speed (Small Aircraft) VNE : VNE is set below VD to allow for speed upsets to be recovered. (VNE = 0.9VD). VNE will be shown by a radial red line on the airspeed indicator at the high speed end of the yellow arc.

Maximum Structural Cruise Speed (Small Aircraft) VNO : VNO is the normal operating cruise speed limit and must be not greater than the lesser of VC or 0.89VNE.

On the airspeed indicator VNO is the upper limit of the green arc.

From VNO to VNE there will be a yellow arc, which is the caution range. You may fly at speed within the yellow arc only in smooth air, and then only with caution.

466

Limitations 14

Gust Loads

The structural weight of an aircraft must be kept to a minimum while maintaining the required strength. The following gust strengths were first formulated in the late 1940s and their continued effectiveness has been verified by regular examination of actual flight data recorder traces.

 

+ 66 ft/sec

+ 50 ft/sec

 

 

GUST

 

+ 25 ft/sec

LOAD

 

 

 

FACTOR

 

 

1 0

 

 

0

 

SPEED (EAS)

 

 

 

 

25 ft/sec

 

66 ft/sec

50 ft/sec

 

 

VB

VC

VD

Figure 14.6

Aircraft are designed to be strong enough to withstand a 66 ft/sec vertical gust at VB (the design speed for maximum gust intensity). If an aircraft experienced a 66 ft/sec vertical gust while flying at VB, it would stall before exceeding the limit load factor. In turbulence an aircraft would receive maximum protection from damage by flying at VB.

VB is quite a low airspeed and it would take some time for an aircraft to slow from VC (the design cruising speed) to VB if it flew into turbulence. Therefore, another design strength requirement is for the aircraft also to be strong enough to withstand a vertical gust of 50 ft/ sec (EAS) at VC.

Protection is also provided for the remote possibility of a vertical gust during a momentary upset to a speed of VD (the design diving speed). The aircraft must also be strong enough to withstand a vertical gust of 25 ft/sec at VD. (VB, VC and VD are design speeds and are not quoted in an aircraft’s Flight Manual).

In practice, a slightly higher speed than VB is used for turbulence penetration. This speed is VRA/ MRA (the rough-air speed). VRA / MRA will give adequate protection from over-stressing the aircraft plus give maximum protection from an inadvertent stall.

Limitations 14

467

14 Limitations

Effect of a Vertical Gust on the Load Factor

Limitations 14

Vertical gusts will affect the load factor (n) by changing the angle of attack of the wing, Figure 14.7.

 

INCREASE IN LIFT

 

(CL )

AIRCRAFT TAS, V

 

 

INCREASE IN ANGLE

 

OF ATTACK

VERTICAL

EFFECTIVE AIRFLOW

GUST

VELOCITY

 

Figure 14.7

The following example illustrates the effect of a vertical gust on the load factor (n).

An aircraft is flying straight and level at a CL of 0.42. A 1° change in angle of attack will change the CL by 0.1. If the aircraft is subject to a vertical gust which increases the angle of attack by 3°, what load factor will the aircraft experience?

Load Factor =

LIFT

 

 

WEIGHT

 

 

 

In straight and level flight: n = 1 or

0.42

0.42

 

 

 

A 3° increase in angle of attack will give: 3 × 0.1 = 0.3

the CL will increase by 0.3: 0.42 + 0.3 = 0.72 n = 0.720.42 = 1.7

A gust which increases the angle of attack by 3° will increase the load factor to 1.7

468

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