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
But now let us suppose we were living at the north pole. In this case
the north pole would be directly overhead, the south pole directly
under our feet. At the vernal and autumnal equinoxes the sun would
appear with half its disc above the ocean, and go round the ocean
horizon, always appearing with half its disc above the sea. In summer
it would appear at a point _s_ nearer to the pole _N_. It would go
round in the heavens, always appearing above the horizon, and would
never set at all. As the summer waned the sun would become lower and
lower, still, however, going round and round without setting till at
the autumn equinox it reached the horizon. So that for six months it
would never have set. But when it did set, there would then be six
months without a sun at all.
[Illustration: FIG. 9.]
Thus then all over the world the period of darkness and light is
equivalent. At the tropics the days and nights are always equal. At
the poles light for six months is followed by darkness for six months.
In the intermediate temperate regions nights of varying lengths follow
days of varying lengths, a short night following a long day and _vice
versâ_.
[Illustration: FIG. 10.]
It is evident that for a person living on the north pole a sun-dial
would be an easy thing to make. All that would be needful would be to
put a post vertically in the ground, and observe its shadow as the sun
went round (Fig. 10).
[Illustration: FIG. 11.]
In latitudes such as that of England, where the pole of the earth is
inclined at an angle to the horizon, it is necessary that the rod, or
“style” as it is called, of the sun-dial should be inclined to the
horizontal. For if we used an upright “style,” as _O A_, then when the
sun was in the south, at midday, the shadow would lie along the same
direction, _O B_, whether the sun were high in summer, as at _S_, or
low in winter, as at _s_. But at other hours, such as nine o’clock in
the morning, the shadow of the “style” _O A_ would, when the sun was
at its summer position _T_, lie along _O D_, whereas when the sun was
at its winter position _t_ the shadow would lie along _O C_. Thus the
time would appear different in summer and in winter; and the dial
would lead to errors. But if the “style” is inclined in the direction
of the poles, then, however, the sun moves from or towards the pole.
As its position varies in winter and summer, the shadow still remains
unchanged for any particular hour, and it is only the circular motion
of the sun round in its daily path that affects the position of the
shadows.
[Illustration: FIG. 12.]
Therefore the first condition of making a sun-dial is that the “style”
which casts the shadow should be parallel to the earth’s axis, that
is to say should point to the polar star. This is the case whether
the sun-dial is horizontal or is vertical, and whether it stands on a
pillar in the garden or is attached to the wall of a house.
Public-domain text, read in full here on John Shaqi.
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