Page 199 - Understanding Flight
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CH07_Anderson  7/25/01  9:00 AM  Page 186




                 186  CHAPTER SEVEN



                                       enough to achieve supersonic flight, so in this case the high service
                                       ceiling is due to the high L/D rather than a high power-to-weight ratio.
                                       The fact that this airplane was slow led to the incident with Gary
                                       Powers, when he was shot down over the Soviet Union in 1960. This
                                       political catastrophe helped push the development of a replacement
                                       reconnaissance aircraft, the SR-71.
                                         Since the U-2 could not fly fast, it was susceptible to antiaircraft
                                       missiles. The SR-71 (shown in Figure 3.6) was developed to prevent
                                       such possibilities. The SR-71 had to fly at high altitudes and at very
                                       high speed. Its published service ceiling is 80,000 ft (24,000 m) and its
                                              maximum speed is Mach 3.2 or 2300 mi/h (3700 km/h). In
                                              order to be fast, the SR-71 has a high thrust-to-weight ratio.
                    The air pressure at 63,000 ft
                                              The compromise for high-speed flight is that the L/D is low.
                    (19,000 m) is so low that water
                                              So the SR-71 and the U-2, designed for the same mission,
                    will boil at body temperature.
                                              made two drastically different choices in their designs.


                                       Fuel Consumption

                                       When we think of fuel consumption for a car, we think in terms of
                                       miles per gallon (or liters per 100 km). These are natural units, since
                                       cars have odometers and we measure the amount of fuel when we fill
                                       up. On the other hand, these units are not appropriate for an airplane.
                                       The airplane is flying in a moving fluid. A small airplane in a strong
                                       head wind at a low power setting can actually fly backward with
                                       respect to the ground, while measuring a substantial positive airspeed.
                                         Pilots are more concerned with how much fuel is on board and how
                                       long they can remain airborne. Recall that in Chapter 2 you learned
                                       that induced power was proportional to load squared. The pilot of a
                                       commercial airplane wants to fill up with as little fuel as necessary. By
                                       the end of the flight, the fuel tanks should contain only the FAA
                                       required reserves, which should be enough to reach an alternate
                                       destination, if necessary. The important parameters in determining
                                       the necessary fuel are the anticipated ground speed, which gives the
                                       time in the air, and the rate that fuel is consumed. The rate of fuel
                                       consumption is measured in units of gal/h (l/h) for small airplanes
                                       and lb/h (kg/h) for large airplanes. Unlike a car, the rate of fuel
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