30.06.2017 Views

Airplane Flying Handbook

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

C<br />

19,000 lbs<br />

18,000 lbs<br />

17,000 lbs<br />

16,000 lbs<br />

15,000 lbs<br />

14,000 lbs<br />

13,000 lbs<br />

12,000 lbs<br />

11,000 lbs<br />

5,000<br />

Sea Level<br />

10,000<br />

15,000<br />

20,000<br />

30,000<br />

Pressure Altitude –25,000 ft<br />

35,000<br />

B<br />

M MO<br />

40,000<br />

45,000<br />

D<br />

A<br />

1 2 3 .1 .2 .3 .4 .5 .6 .7 .8<br />

Load Factor –G<br />

Indicated Mach Number<br />

Figure 15-11. Mach buffet boundary chart.<br />

in drag and sink rate as the airplane slides up the back side<br />

of the power-required curve. The sink rate can be arrested<br />

in one of two ways:<br />

• Pitch attitude can be substantially reduced to reduce<br />

the AOA and allow the airplane to accelerate to a<br />

speed above V MD , where steady flight conditions<br />

can be reestablished. This procedure, however, will<br />

invariably result in a substantial loss of altitude.<br />

• Thrust can be increased to accelerate the airplane<br />

to a speed above V MD to reestablish steady flight<br />

conditions. The amount of thrust must be sufficient to<br />

accelerate the airplane and regain altitude lost. Also,<br />

if the airplane has slid a long way up the back side of<br />

the power required (drag) curve, drag will be very high<br />

and a very large amount of thrust will be required.<br />

In a typical piston engine airplane, V MD in the clean<br />

configuration is normally at a speed of about 1.3 VS.<br />

[Figure 15-12] Flight below V MD on a piston engine airplane<br />

is well identified and predictable. In contrast, in a jet airplane<br />

flight in the area of V MD (typically 1.5 – 1.6 V S ) does not<br />

normally produce any noticeable changes in flying qualities<br />

other than a lack of speed stability—a condition where a<br />

decrease in speed leads to an increase in drag which leads to<br />

a further decrease in speed and hence a speed divergence. A<br />

pilot who is not cognizant of a developing speed divergence<br />

may find a serious sink rate developing at a constant power<br />

setting, and a pitch attitude that appears to be normal. The<br />

fact that drag increases more rapidly than lift, causing a<br />

sinking flightpath, is one of the most important aspects of<br />

jet airplane flying qualities.<br />

Stalls<br />

The stalling characteristics of the sweptwing jet airplane can<br />

vary considerably from those of the normal straight wing<br />

airplane. The greatest difference that will be noticeable to<br />

the pilot is the lift developed vs. angle of attack. An increase<br />

in angle of attack of the straight wing produces a substantial<br />

and constantly increasing lift vector up to its maximum<br />

coefficient of lift, and soon thereafter flow separation (stall)<br />

occurs with a rapid deterioration of lift.<br />

By contrast, the sweptwing produces a much more gradual<br />

buildup of lift with a less well-defined maximum coefficient.<br />

This less-defined peak also means that a swept wing may not<br />

have as dramatic loss of lift at angles of attack beyond its<br />

maximum lift coefficient. However, these high-lift conditions<br />

are accompanied by high drag, which results in a high rate<br />

of descent. [Figure 15-13]<br />

The differences in the stall characteristics between a<br />

conventional straight wing/low tailplane (non T-tail) airplane<br />

and a sweptwing T-tail airplane center around two main areas.<br />

• The basic pitching tendency of the airplane at the stall.<br />

• Tail effectiveness in stall recovery.<br />

15-11

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!