Time and Clocks: A Description of Ancient and Modern Methods of Measuring TimeCunynghame, Henry H. (Henry Hardinge), Sir
Philosophy
Time and Clocks: A Description of Ancient and Modern Methods of Measuring Time
Cunynghame, Henry H. (Henry Hardinge), Sir
Clocks and watches; Time
The mode of suspension of a pendulum of the best class is that shown
in Fig. 56, which allows the pendulum to fall into its true position
without strain. _A_ is a tempered steel spring, which bends to and
fro at each oscillation. It is wonderful how long these springs can
be bent to and fro without breaking. Inasmuch as lengthening the
pendulum increases the time, so that the time of vibration _t_ varies
as the square of the length of the pendulum, a very small lengthening
of the pendulum causes a difference in the time. In practice, for
each thousandth of an inch that we lengthen the pendulum we make a
difference of about one second a day in the going of the clock. If we
cut a screw with eighteen threads to the inch on the bottom of the
pendulum rod, and put a circular nut on it, with the rim divided into
sixty parts, then each turn through one division will raise or lower
the bob by 1/1080th of an inch, and this first causes an alteration
of time of the clock by one second in the day. This is a convenient
arrangement in practice, for it affords an easy means of adjusting the
pendulum. We need only observe how many seconds the clock loses or
gains in the day, and then turn the nut through a corresponding number
of divisions in order to rectify the pendulum.
[Illustration: FIG. 57.]
Another needful correction of the pendulum is that due to changes in
temperature. If the rod of the pendulum be made of thoroughly dried
mahogany, soaked in a weak solution of shellac in spirits of wine,
and then dried, there will not be much variation either from heat or
moisture. But for clocks required to have great precision the pendulum
rod is usually made of metal. A rod of iron expands about 1/160000th
of its length for each degree Fahrenheit; and therefore for each degree
Fahrenheit a pendulum rod of 39·14 inches will expand about 1/4000
thousandths of an inch, and thus make a difference in the going of the
clock of about one-fourth of a second per day. The expansion will, of
course, make the clock go slower. It would be possible to correct this
expansion if some arrangement could be made, whenever it occurred, to
lift up the bob of the pendulum by an amount corresponding to it, as,
for instance, to make the bob of some material which expanded very much
more by heat than the material of which the pendulum rod was made.
[Illustration: FIG. 58.]
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