II

It should be said that, while the Professor played a little golf

himself, and was much in love with St. Andrews as a resort, what led him

in the first place to make his investigations was watching the play of

his famous golfing son, Fred Tait. A few idle, fanciful conjectures on

the flight of the ball that was sent skimming through the air from

Freddie’s driver led to a more serious calculation, and then, like a

siren, the great mystery of golf drew him on. But early in his

investigations he committed himself to the statement that nobody could

drive a golf ball that would have a carry of more than 180 or 190 yards

without exerting at least three times the strength that is generally

exerted by a strong man when driving; that is to say, that a carry of

such distance was practically impossible. But this statement was no

sooner before the public than young Fred proved the fallacy of it, by

celebrating his twenty-third birthday by driving a record ball which had

considerably more carry than that.

“Stuff! Humbug!” said the Professor; but the fact was there, and when

the golf world came to know about it, they asked the Professor what was

the use of all his calculating--and to this day that error is chiefly

what is remembered by the general public about his investigations. This

incident may have been largely responsible for the fact that thereafter

he only once or twice let the golfers into the secrets of what he was

doing and had found out, reserving the story of his investigations for

learned bodies who were most closely concerned about them.

The mistake that he made, which was exposed to him by his son, set him

out on a new line of thought, and showed him vaguely where his error

was, though not the nature of it. And the discovery which he made at the

outset was a startling one, and it may cause some astonishment to the

player of to-day who will reflect upon it for a moment. The steadiest,

most constant, and most persistent force with which we are generally

acquainted is the force of gravity. It is always there; it acts

unceasingly upon everything. To defeat gravity, therefore, is almost for

a while to suspend the working of Nature. Suddenly it burst upon the

mind of the Professor that the golf ball was made as it were to defeat

gravity, and so in a sense it does. He found this out by observing the

time of flight of the ball, and discovering that it was nearly twice as

long as it ought to be, if gravity had free and unfettered play. This is

to say, that if gravity were allowed to act in the usual way on the ball

from start to finish, as it acts on other things, it was quite

inevitable by all the laws of nature and science that a drive of

200 yards would be completed in three and a half seconds. If a man threw

a ball so as to describe as nearly as possible the same trajectory as a

golf ball, and to stop at the same spot, it would only take three and a

half seconds. But the golf ball takes six and a half seconds! Somehow or

other it was clear that gravity was being beaten all the way. If it were

not so, it would be impossible for the golf ball to remain in the air

so long while it was accomplishing such a short flight. That was the

great mystery that the professor had to solve, and he solved it at last.

It may be said here, in passing, and will be more fully explained

another time, that he found out that it was due to the rotation given to

the ball by the club, and the nature of the stroke when it was struck

from the tee, a rotation which in many ways was responsible for some

most extraordinary happenings; all of which the golfer will be a much

wiser man for having knowledge of. But before he could go thoroughly

into the mystery of this rotation he had to make many other preliminary

investigations, and some of the results of these may be quoted.

One of the Professor’s first efforts was in the direction of finding out

the speed with which the ball left the club; and it was a long

time--years, in fact--before he came to any definite understanding on

the point; so difficult did he find the investigation, despite all the

experiments he made, the _formulæ_ that he applied to them, and the

scientific instruments that he brought to bear on the problem. He had a

very capable observer, Mr. T. Hodge, making examinations of the flight

of balls driven in actual play at St. Andrews, by the help of the

instrument known as the Bashforth Chronograph, with which the speed of

bullets is measured; and, what with the results arrived at in this way

and others, he came to the conclusion that the initial speed of the ball

was over 500 feet a second, which speed, of course, was lost very

quickly as the resistance of the air was encountered.

With this as his starting-point, he made many deductions; but

subsequently he found that he was wrong in the original assumption.

A vast number of calculations and experiments followed. In a cellar he

constructed a complicated pendulum arrangement, to the bob of which

there was attached a large screen with a thick clay surface, and against

this he got several well-known golfers to drive their hardest, and made

the most minute calculations as to the effect upon the pendulum. The

clay was scattered in all directions, damage was done, and the golfers

complained that under such circumstances they were not able to drive

their best. The pendulum and the strangeness of the whole arrangement

“put them off.” Some time afterwards he constructed an improved

pendulum, the clay screen being fixed on to lengths of clock spring, and

when this was placed in a doorway the golfers were again set to drive at

it.

What with one thing and another the Professor at last came to the final

and definite conclusion, that the ball started from the club at a speed,

in the case of a good drive, of about 240 feet a second, but that in the

case of exceptional balls it sometimes was as much as 300 or even

350 feet per second. This, of course, was with the gutta ball; and the

resiliency and initial speed of the rubber-cored ball being certainly

much greater, it is fair to believe that the average initial speed of a

well-driven ball in these days is quite 300 feet a second; or, to put it

in another way, over two hundred miles an hour. Great as this speed

appears, it might be mentioned incidentally that the muzzle velocity of

a bullet from a Maxim gun is generally about 2000 feet a second, or

about seven times as fast.

The Spirit of the Links · 第 58 / 83 题