BENDIX MC-12 MODULATOR CONTROLLER ASSY Guida alla Risoluzione dei Problemi Pagina 56

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54
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We saw earlier that normal atmospheric air is really at
a pressure of 14.7 pounds per square inch. In Figure
11, the reservoir on the right has a volume of six cubic
feet. When another six cubic feet of air is added into
it, the gauge pressure of the air in the reservoir, which
originally read zero, will rise to 14.7 pounds. It follows
that each time a quantity of free air equal to the volume
of the reservoir is forced into it, the gauge pressure will
rise another 14.7 pounds per square inch.
In Figure 12, we see a piston with an air-tight chamber
behind it. When compressed air enters the chamber
it will cause the piston to move until it encounters
a resistance equal to the force developed by the
compressed air. Because the air pressure is based on
pounds per square inch, it follows that the compressed
air will develop a force in pounds on the movable object
equal to the product of the air pressure multiplied by
the effective area of the movable object. If a piston or
a fl exible diaphragm in a brake chamber has an area
of ten square inches and air at fi ve pounds per square
inch pressure is acting on the piston or diaphragm, the
developed force will be 50 pounds. Similarly, if air at a
pressure of ten pounds per square inch is acting upon
it, a force of 100 pounds will be developed.
One key point is that the quantity of air acting on
the piston or diaphragm does not affect the force
developed. The only factors involved are the air
pressure and the area of the piston or diaphragm on
which the air pressure is acting. This means that we
can control the force applied by the braking system
by controlling the air pressure.
The pressure exerted by compressed air is not only
developed in all directions, but it is also equal in all
directions. The compressed air in a reservoir exerts
pressure equally in all directions against the entire
inside surface of the reservoir (the pressure of the
compressed air being overcome by the mechanical
strength of the reservoir walls). Similarly, the force
developed by the air pressure acting on one side
of a piston or a diaphragm may be overcome by an
opposing force acting on the opposite side, and the
opposing force may be compressed air or it may
be mechanical. If the opposing forces are equal,
a balanced condition is reached and there is no
movement of the piston or diaphragm. If the opposing
forces are not equal, the piston or diaphragm will
move, if possible, to assume a position where the
opposing forces are equal. See Figure 13.
This law of balanced pressures and forces is the basic
principle governing the design and operation of the
control and actuating devices in an air brake system.
FIGURE 12 - FUNDAMENTALS OF COMPRESSED AIR
FIGURE 13 - FUNDAMENTALS OF COMPRESSED AIR
Properties of Compressed Air (continued)
Where Supply B
pressure is greater
than Supply A
pressure
Where Supply A
pressure is the same
as Supply B pressure
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