The airplane propeller consists of two or more blades and a central hub to which the blades are attached. Each blade of an airplane propeller is essentially a rotating wing. As a result of their construction, the propeller blades are like airfoils and produce forces that create the thrust to pull, or push, the airplane through the air.
The power needed to rotate the propeller blades is furnished
by the engine. The engine rotates the airfoils of the blades through the
air at high speeds, and the propeller transforms the rotary power of the
engine into forward thrust.
|An airplane moving through the air creates a drag force
opposing its forward motion. Consequently, if an airplane is to fly, there
must be a force applied to it that is equal to the drag, but acting forward.
This force, as we know, is called "thrust."
A cross section of a typical propeller blade is shown in Fig 17-38. This section or blade element is an airfoil comparable to a cross section of an airplane wing. One surface of the blade is cambered or curved, similar to the upper surface of an airplane wing, while the other surface is flat like the bottom surface of a wing. The chord line is an imaginary line drawn through the blade from its leading edge to its trailing edge. As in a wing, the leading edge is the thick edge of the blade that meets the air as the propeller rotates.
Blade angle, usually measured in degrees, is the angle between the chord of the blade and the plane of rotation (Fig. 17-39) and is measured at a specific point along the length of the blade. Because most propellers have a flat blade "face," the chord line is often drawn along the face of the propeller blade. Pitch is not the same as blade angle, but because pitch is largely determined by blade angle, the two terms are often used interchangeably. An increase or decrease in one is usually associated with an increase or decrease in the other.
The pitch of a propeller may be designated in inches. A propeller designated as a "74-48" would be 74 inches in length and have an effective pitch of 48 inches. The pitch in inches is the distance which the propeller would screw through the air in one revolution if there were no slippage.
When specifying a fixed pitch propeller for a new type of airplane, the manufacturer usually selects one with a pitch which will operate efficiently at the expected cruising speed of the airplane. Unfortunately, however, every fixed pitch propeller must be a compromise, because it can be efficient at only a given combination of airspeed and RPM. The pilot does not have it within his power to change this combination in flight.
|When the airplane is at rest on the ground with the engine
operating, or moving slowly at the beginning of takeoff, the propeller
efficiency is very low because the propeller is restrained from advancing
with sufficient speed to permit its fixed pitch blades to reach their full
efficiency. In this situation, each propeller blade is turning through
the air at an angle of attack which produces relatively little thrust for
the amount of power required to turn it.
To understand the action of a propeller, consider first its motion, which is both rotational and forward. Thus, as shown by the vectors of propeller forces in Fig. 17-39, each section of a propeller blade moves downward and forward. The angle at which this air (relative wind)
The shape of the blade also creates thrust, because it is cambered like the airfoil shape of a wing. Consequently, as the air flows past the propeller, the pressure on one side is less than that on the other. As in a wing, this produces a reaction force in the direction of the lesser pressure. In the case of a wing, the air flow over the wing has less pressure, and the force (lift) is upward. In the case of the propeller, which is mounted in a vertical instead of a horizontal plane, the area of decreased pressure is in front of the propeller, and the force (thrust) is in a forward direction. Aerodynamically, then, thrust is the result of the propeller shape and the angle of attack of the blade.
Another way to consider thrust is in terms of the mass of air handled by the propeller. In these terms, thrust is equal to the mass of air handled, times the slipstream velocity, minus the velocity of the airplane. The power expended in producing thrust depends on the rate of air mass movement. On the average, thrust constitutes approximately 80% of the torque (total horsepower absorbed by the propeller). The other 20% is lost in friction and slippage. For any speed of rotation, the horsepower absorbed by the propeller balances the horsepower delivered by the engine. For any single revolution of the propeller, the amount of air handled depends on the blade angle, which determines how big a "bite" of air the propeller takes. Thus, the blade angle is an excellent means of adjusting the load on the propeller to control the engine RPM.
The blade angle is also an excellent method of adjusting the angle of attack of the propeller. On constant speed propellers, the blade angle must be adjusted to provide the most efficient angle of attack at all engine and airplane speeds. Lift versus drag curves, which are drawn for propellers as well as wings, indicate that the most efficient angle of attack is a small one varying from 2 to 4 degrees positive. The actual blade angle necessary to maintain this small angle of attack varies with the forward speed of the airplane.
Fixed pitch and ground adjustable propellers are designed
for best efficiency at one rotation and forward speed. They are designed
for a given airplane and engine combination. A propeller may be used that
provides the maximum propeller efficiency for either takeoff, climb, cruise,
or high speed flight. Any change in these conditions results in lowering
the efficiency of both the propeller and the engine. Since the efficiency
of any machine is the ratio of the useful power output to the actual power
input, propeller efficiency is the ratio of thrust horsepower to brake
horsepower. Propeller efficiency varies from 50% to 87%, depending on how
much the propeller "slips."
|Propeller slip is the difference between the geometric pitch of the propeller and its effective pitch (Fig. 17-40). Geometric pitch is the theoretical distance a propeller should advance in one revolution; effective pitch is the distance it actually advances. Thus, geometric or theoretical pitch is based on no slippage, but actual or effective pitch includes propeller slippage in the air.|
|If you wonder why a propeller is "twisted," the answer
is that the outer parts of the propeller blades, like all things that turn
about a central point, travel faster than the portions near the hub (Fig.
17-41). If the blades had the same geometric pitch throughout their lengths,
at cruise speed the portions near the hub could have negative angles of
attack while the propeller tips would be stalled. "Twisting," or variations
in the geometric pitch of the blades, permits the propeller to operate
with a relatively constant angle of attack along its length when in cruising
flight. To put it another way, propeller blades are twisted to change the
blade angle in proportion to the differences in speed of rotation along
the length of the propeller and thereby keep thrust more nearly equalized
along this length.
Usually 1 to 4 degrees provides the most efficient lift/drag ratio, but in flight the propeller angle of attack of a fixed pitch propeller will vary - normally from 0 degrees to 15 degrees. This variation is caused by changes in the relative airstream which in turn results from changes in aircraft speed. In short, propeller angle of attack is the product of two motions - propeller rotation about its axis and its forward motion.
After liftoff, as the speed of the airplane increases, the constant speed propeller automatically changes to a higher angle (or pitch). Again, the higher blade angle keeps the angle of attack small and efficient with respect to the relative wind. The higher blade angle increases the mass of air handled per revolution. This decreases the engine RPM, reducing fuel consumption and engine wear, and keeps thrust at a maximum.
After the takeoff climb is established, in an airplane having a controllable pitch propeller, the pilot reduces the power output of the engine to climb power by first decreasing the manifold pressure and then increasing the blade angle to lower the RPM.
At cruising altitude, when the airplane is in level flight and less
power is required than is used in takeoff or climb, the pilot again reduces
engine power by reducing the manifold pressure and then increasing the
blade angle to decrease the RPM. Again, this provides a torque requirement
to match the reduced engine power; for, although the mass of air handled
per revolution is greater, it is more than offset by a decrease in slipstream
velocity and an increase in airspeed. The angle of attack is still small
because the blade angle has been increased with an increase in airspeed.