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18.64MB - View From The Trenches

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Just why an airplane behaves the way that it does<br />

may surprise many uninitiated in the mysteries of<br />

aerodynamics. It certainly fooled me. I had care-<br />

lessly supposed that one operated an airplane rather<br />

like a car, except for the need of an additional<br />

control to regulate diving and climbing. I was<br />

absolutely wrong. Because an airplane must be able<br />

to create a counter-force to gravity, something the<br />

ground handles at no cost for a car, its controls give<br />

responses very different from what one might ex-<br />

pect. For example, what happens when a car driver<br />

steps on the gas pedal? Our experience tells that the<br />

car will speed up. But what happens when a pilot<br />

pushes forward on his throttle, the airplane's equiva-<br />

lent to the gas pedal? <strong>The</strong> airplane doesn't acceler-<br />

ate; it climbs. This paradox can be easily explained<br />

once the principles of flight control are understood;<br />

and, because they were of great influence in my<br />

design of XhlIGHTS OF THE AIR, let's look at these<br />

principles.<br />

THE BASICS<br />

An airplane must obey the same laws of physics<br />

that govern every body with mass in the universe.<br />

Try to remember those rules and formulae about<br />

energy and motion that you assidiously memorized<br />

in school. Do you recall the law that described the<br />

relationship between force and acceleration? It is<br />

perhaps, next to Einstein's E=mc2, the most<br />

famous equation in physics-force=mass times<br />

acceleration (usually abbreviated as f=ma)-and it<br />

serves as the foundation to the understanding of<br />

motion. To translate, it says that in order to change<br />

the speed or direction of a body with mass, a force<br />

must be exerted upon it. It is important to note that<br />

the term, "acceleration", is used here in its scien-<br />

tific meaning of "change of velocity". This encom-<br />

passes changes of direction as well as changes to<br />

speed since velocity, because it is a vector, has a<br />

measured speed and a measured direction.<br />

When no force is exterted on a body, no acceler-<br />

ation can occur and, ergo, the body must remain<br />

PLANE FACTS<br />

<strong>The</strong> Design of KNIGHTS OF THE AIR<br />

By Mick Uhl<br />

in a state of constant velocity. In other words, it<br />

must continue to move at a uniform speed and in<br />

a uniform direction until such time as another force<br />

is exerted upon it. Physicists describe this condi-<br />

tion as a state of inertia. An important corollary of<br />

the f =ma equation states that, upon entering an in-<br />

ertial state, a body continues to move at the same<br />

speed and in the same direction it was travelling at<br />

the moment the operating force was removed.<br />

Controlling an airplane then becomes a matter of<br />

creating a way to direct a force upon the airplane<br />

when a change of speed or direction is wanted and<br />

then removing or cancelling the force when a fixed<br />

course is wanted. Studies show, however, that not<br />

one but four different kinds of forces impinge upon<br />

an airplane:<br />

1. Thrust-a force produced by the airplane's en-<br />

gine to propel it forward.<br />

2. Drag-the resisting force of the air to the passage<br />

of the airplane.<br />

3. Lift-a part of the drag force redirected by the<br />

wings to counteract gravity.<br />

4. Gravity-an absolute force of nature.<br />

How does an airplane respond to four distinct<br />

forces? It simply treats them as if they were one<br />

force with a magnitude and direction equal to their<br />

sum. This accumulative effect is a consequence of<br />

the vector nature of force. It's easy to visualize how<br />

it works in simple situations. To give just one<br />

example, when two equally strong forces press upon<br />

a body from opposite sides, the body doesn't react<br />

at all and continues unconcernedly along its current<br />

course as if there are no forces acting upon it at all.<br />

More complicated force patterns are illustrated in<br />

the diagram.<br />

Often the true reasons for a physical action are<br />

at great variance with our intuitive ideas of the laws<br />

of nature. Suppose, for instance, that an airplane<br />

is in a steep dive at a high speed. Again, by referring<br />

to f=ma, we know that if the speed isn't changing<br />

and if the dive is in a straight line then no force can<br />

be acting on the airplane. Yet someone will surely<br />

protest that gravity must be pulling on the airplane;<br />

otherwise why would it be diving? Admittedly,<br />

gravity does play a role in the acceleration process.<br />

However, once the acceleration ceases, the sum of<br />

the four forces acting on the airplane must reach<br />

a total of zero. What nullifies the force of gravity?<br />

<strong>The</strong> drag must be blamed. It has been blithly in-<br />

creasing right along with the airplane's speed. Even-<br />

tually, it reaches a strength to neutralize the gravity<br />

and thereby stop the acceleration process. <strong>The</strong> air-<br />

plane continues to dive only because that was the<br />

course it was travelling at the moment the acceler-<br />

ation ceased.<br />

I hope that you're beginning to see how force and<br />

inertia affect flight. When an airplane is flying a<br />

steady course, say 250 mph at 20000 feet, it need<br />

only provide enough forward thrust to nullify the<br />

amount of drag at that speed. Gravity is cancelled<br />

by the portion of the drag the wing redirects to lift.<br />

<strong>The</strong> four forces are in balance qnd their sum force<br />

is zero. If either the thrust or drag suddenly changes,<br />

so that one no longer matches the other, the forces<br />

are out of balance and the airplane will accelerate<br />

until thrust and drag are again equal.<br />

THE CONTROLS<br />

We've all seen airplanes taking off, performing<br />

all sorts of intricate maneuvers, and then landing<br />

safely. Somehow the pilot manages, through his<br />

controls, to regulate enough of the thrust and drag<br />

to permit all of these activities. What does he use?<br />

Only two-a throttle which regulates the engine's<br />

forward thrust; and a joystick (or control stick)<br />

which, when moved forward and back regulates the<br />

elevator vanes on the airplane's tail. <strong>The</strong> elevator<br />

sets the angle of the wings to the flight path and,<br />

thus, the amount of lift generated at any speed. <strong>The</strong><br />

same joystick when moved from side to side tilts<br />

the airplane's wings; in this altitude, part of the<br />

wing's lift force is brought into a horizontal direc-

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