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Life and Scientific Work of Peter Guthrie Tait - School of Mathematics ...

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SCIENTIFIC ACTIVITY 25<br />

for a lengthened period a Director <strong>of</strong> the Scottish Provident Institution.<br />

The Directors <strong>of</strong> this Company were divided into two st<strong>and</strong>ing Committees<br />

<strong>of</strong> Agency <strong>and</strong> <strong>of</strong> Investment. <strong>Tait</strong> naturally served on the former; but he<br />

was never happier than when engaged with James Meikle, the well-known<br />

actuary, in solving actuarial problems. The two men had, each <strong>of</strong> them, the<br />

greatest confidence in the other's capacity. Very <strong>of</strong>ten after Board meetings,<br />

Meikle would way-lay the Pr<strong>of</strong>essor <strong>and</strong> draw him into his sanctum to discuss<br />

some knotty question.<br />

The last heavy piece <strong>of</strong> mathematical investigation which fascinated<br />

<strong>Tait</strong> was the Kinetic Theory <strong>of</strong> Gases. Prompted by Kelvin, he wrote four<br />

important memoirs which by simplifying the mathematical treatment have<br />

greatly helped to clear up the difficulties inherent to the theory'.<br />

Before this work was well <strong>of</strong>f his h<strong>and</strong>s he was mastering the intricacies<br />

<strong>of</strong> the flight <strong>of</strong> the golf ball <strong>and</strong> planning experiments in impact <strong>and</strong><br />

ballistics to elucidate some <strong>of</strong> the problems requiring solution. Not only<br />

did <strong>Tait</strong> in the end solve the main problem but it was he who first discovered<br />

that there was a problem to be solved. For hundreds <strong>of</strong> years Scotsmen had<br />

driven their balls over the historic links <strong>of</strong> St Andrews, Musselburgh, <strong>and</strong><br />

Prestwick ; but no one had ever put the question to himself, why<br />

does a well<br />

driven ball "carry" so far <strong>and</strong> remain so long in the air? The adept knew<br />

by experience that it was not a question <strong>of</strong> mere muscle, but largely <strong>of</strong><br />

knack. It was reserved for <strong>Tait</strong>, however, to find in it a dynamical<br />

problem capable <strong>of</strong> exact statement <strong>and</strong> approximate solution. From<br />

his earliest initiation into Scotl<strong>and</strong>'s Royal Game, he began to form<br />

theories <strong>and</strong> make experiments with different forms <strong>of</strong> club <strong>and</strong> various<br />

kinds <strong>of</strong> ball ; but not until late in the eighties did he begin to get at the<br />

heart <strong>of</strong> the mystery. Golf had now become a popular British sport,<br />

played wherever the English speech was prevalent; <strong>and</strong> <strong>Tait</strong>'s second<br />

youngest son, Freddie, was rapidly coming to the front as one <strong>of</strong> the most<br />

brilliant <strong>of</strong> amateur golfers. While the son was surprising <strong>and</strong> delighting<br />

the world by his strong straight driving, his remarkable recoveries from<br />

almost unplayable " lies," <strong>and</strong> his brilliant all-round play with every kind <strong>of</strong><br />

club, the father was applying his mathematical <strong>and</strong> physical knowledge to<br />

explain the prolonged flight <strong>of</strong> the golf ball. The practical golfer<br />

at first<br />

' It is interesting to note that the first <strong>and</strong> second memoirs were translated into<br />

Russian by Captain J. Gerebiateffe <strong>and</strong> published with annotations exp<strong>and</strong>ing <strong>Tait</strong>'s mathe-<br />

matical processes in the Russian Review <strong>of</strong> Artillery (1894),

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