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126

 

 

Aircraft Classification, Statistics, and Choices for Configuration

 

Table 4.6. Standard container sizes and capacity (dimensions in cm; IATA designation

 

not given)

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Type

Length

Width

Height

Base length

Capacity (kg)

Volume (m3)

 

 

 

 

 

 

 

 

 

 

LD1

228.0

145.0

162.6

147.0

1,588

4.80

 

 

LD2

156.2

153.4

162.6

119.2

1,225

3.40

 

 

LD3

200.7

153.4

162.6

156.2

1,588

4.80

 

 

LD4

244.0

153.4

162.6

244.0

2,450

6.10

 

 

LD6

406.4

153.4

162.6

317.5

3,175

8.80

 

 

LD7

317.5

223.5

162.5

317.5

4,627

9.91

 

 

LD8

317.5

153.4

162.5

243.8

2,449

6.94

 

 

LD11

307.0

145.0

162.5

307.0

3,176

7.00

 

LD 26

400.0

214.0

162.5

307.0

6,033

12.00

 

M1

318.0

224.0

224.0

318.0

6,804

17.58

 

PGA Pallet

608.0

244.0

244.0

608.0

11,340

36.20

 

Note:

IATA = International Air Transport Association

4.8 Wing Group

Whereas the fuselage size is determined from the operator’s specified capacity, the wing size depends on many factors and requires a rigorous sizing exercise (see Chapter 11) to determine the planform reference area. The wing contributes to lift generation and the characteristics are based on the chosen aerofoil section in use. A given priority of wing design is selecting the aerofoil(s) that fits the purpose with the aim to improve existing designs. The aerofoil section is selected using the considerations described in Section 3.11; high-lift devices are described in Section 3.12. This section describes typical options for available wing planform shapes (generic options are listed in Section 4.17.1).

After obtaining the wing planform area, other geometrical details must be determined (e.g., aspect ratio, sweep, taper ratio, dihedral, and twist). The wing span is the result of the values of the aspect ratio, sweep, and taper ratio. Equation 3.18 defines the aerodynamic MAC parameter. The three-view diagrams in Figure 4.23 illustrate the fundamental planform-shape choices; each shape is discussed sepa- rately herein. For speeds exceeding Mach 0.5, sweeping the wing backward (Figure 4.23e) or forward (see Figure 4.40b) is necessary to delay the compressibility effects on the wing, as explained in Section 3.18.

1.Rectangular planform. This rectangular planform is used for low-speed (i.e., incompressible flow) aircraft below Mach 0.4. It is the most elementary shape with constant rib sections along the wingspan. Therefore, the cost to manufacture is lower because only one set of tooling for ribs is needed for the entire wing. However, this planform has the least efficient spanwise loading. This type of planform is well suited to small aircraft, typically for private ownership and homebuilt types. There are larger aircraft that have the rectangular wing (e.g., Shorts SD360 series and BN Islander).

2.Tapered (trapezoidal) planform. This is the most common planform shape in use because it offers good aerodynamic loading with a good spanwise load distribution. The taper ratio can vary – the delta-wing planform has an extreme value

4.8 Wing Group

127

(a) Rectangular

(b) Tapered

(c) Cranked

(d) Elliptical

(e) B737 Swept back

(f) Beriev 12 (gull wing)

Figure 4.23. Aircraft wing planform shapes

of zero. In Figure 4.23b, the LE has a small backward sweep; other designs have a straight LE, and the Saab Safir has a forward sweep, which provides pilot visibility in a high-wing aircraft. With almost no sweep, this type of wing can be designed for a maximum speed of Mach 0.5. If it must go faster, then more wing sweep is required. The production costs of a tapered wing are higher than for a rectangular wing because the ribs are different spanwise. However, the tapered wing maintains straight lines at the leading and trailing edges, which provides some ease in jig and fixture designs.

3.Cranked-wing planform. The Beech 200 shown in Figure 4.23c is a good example of combining the available options. In this case, the center section is rectangular and the outboard wings are tapered. Other combinations are possible. A tapered wing can be modified with a crank incorporated (i.e., two tapered wings blended into one). The glove and yehudi can be used to extend areas at leading and trailing edges, respectively.

4.Elliptical planform. The Spitfire aircraft shown in Figure 4.23d is a fine example of an elliptical wing, which offers the best aerodynamic efficiency for having the best spanwise load distribution. However, it is the most expensive to manufacture and designers should avoid the elliptical planform because a good tapered planform approximates the elliptical load distribution, yet its manufacture is substantially less costly. Curved-wing leading and trailing edges would require relatively more expensive tooling. The Spitfire aircraft reached very high speeds for the time.

128

Aircraft Classification, Statistics, and Choices for Configuration

(a) Low V-tail,

(b) High T-tail,

(c) Midtail,

underwing pods

fuselage-mounted pods

overwing pods

Figure 4.24. Dominant empennage design options (This figure can be used to illustrate the wing and nacelle position options.)

The Beriev 12 shown in Figure 4.23f has a gull-wing shape and the Junkers Stuka has the dihedral the other way for specific reasons. At the conceptual stage, the dihedral and the twist are taken from past experience and statistical data. Other wing parameters (e.g., aspect ratio and tapered ratio) are also available. Eventually, the wing design is fine-tuned with CFD analysis followed by wind-tunnel tests.

4.9 Empennage Group (Civil Aircraft)

Geometrical definitions and sizing of the empennage group (i.e., H-tail and V-tail) are provided in Section 3.22. These are the lifting surfaces that stabilize and control an aircraft. Because they are lifting surfaces, they follow the same rule of wing shaping. Chart 4.2 systematically tabulates the types of empennage configuration options available. Other types of empennage configuration are possible. An aircraft with pitch stability and control surface in the front is known as the canard configuration. The canard surface can share some lift (in civil aircraft designs) with the wing. The H-tail can have either a dihedral or anhedral angle. The twin V-tail can be straight or inclined either way.

Most civil aircraft designs have two surfaces almost orthogonal to each other like the V-tail and H-tail. The V-tail is always symmetrical to the aircraft centerline (there are exceptions). The H-tail can have either a dihedral or anhedral angle. The H-tail can be positioned low at the fuselage (with dihedral), at the top as a tail (with anhedral), or anywhere in between as a midtail configuration (Figure 4.24). Any combination of the scheme is feasible, but it ultimately is decided from the

(Figures 4.29 and 4.30)

(the H-tail can be given dihedral or anhedral. Twin V-tail can be straight or inclined either way)

 

 

 

 

Single boom fuselage

 

 

 

 

 

 

 

Multi-boom

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Conventional

 

 

Unconventional

 

Conventional

 

Unconventional

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Low Mid High

Vee Y-tail

Circular

asymmetric

 

 

 

 

Chart 4.2. Types of Empennage Configurations

4.9 Empennage Group (Civil Aircraft)

129

(a) V-tail

(b) Y-tail

(c) Circular tail

(d) Twin V-tail on twin boom

(e) Twin V-tail on fuselage

(f) Three V-tail (Constellation)

Figure 4.25. Other types of civil aircraft empennage design options

various aerodynamic, stability, and control considerations, which are discussed in Chapters 3, 4, 6, and 11.

The civil aircraft empennage layout is relatively simpler; however, there are also unconventional types. Some interesting empennage arrangements are shown in Figure 4.30. The Beechcraft Bonanza 35 has a V-shaped tail (Figure 4.25a); in some designs, it can be inverted to a V-tail. One of the early Lear designs had a Y-shaped empennage (Figure 4.25b) – that is, a V-tail with a vertical fin extending below the fuselage. In the past, a circular-duct empennage has appeared (Figure 4.25c). The merits of the unconventional empennage are its applicability, but most designs have horizontal and vertical surfaces. V-tail, Y-tail, and circular-tail designs are more complex but follow the same routine as conventional designs – that is, resolving the forces on the surface into vertical and horizontal directions. This book discusses only the conventional designs.

If the V-tail size is large due to a short tail arm, the area could be split into two or three V-tails (Figure 4.25d, e, and f) from the structural and aerodynamic considerations. The twin V-tail can be straight or inclined either way.

The H-tail position relative to the V-tail is a significant consideration; the options available are shown in Figure 4.26. It can be from the lowest position through the fuselage to the other extreme, on the top as a T-tail. Any position in between is considered the midtail position.

Designers must ensure that the H-tail does not shield the V-tail. The wake (i.e., dashed lines in Figure 4.26) from the H-tail should not cover more than 50% of the V-tail surface and should also have more than 50% of the rudder area free from its wake to maintain control effectiveness, especially during spin and stall recoveries. Shifting the V-tail aft with the rudder extending below the fuselage will bring the fin and rudder adequately outside the wake. A dorsal and ventral fin can bring out more fin surface outside the wake, but the rudder must be larger to retain effectiveness. Lowering the H-tail would move the wake aft; however, if it is too low, it may hit the ground at rotation – especially if the aircraft experienced a sudden bank due to wind

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