Conversations on Natural Philosophy, in which the Elements of that Science are Familiarly ExplainedMarcet, Mrs. (Jane Haldimand)
Science
Conversations on Natural Philosophy, in which the Elements of that Science are Familiarly Explained
Marcet, Mrs. (Jane Haldimand)
Physics
_Mrs. B._ A spring can never rise above the level of the reservoir
whence it issues; it must, therefore, find a passage to some part of the
surface of the earth, that is lower, or nearer the centre, than the
reservoir. It is true that, in this figure, the spring rises in its
passage from B to C; but this, I think, with a little reflection, you
will be able to account for.
_Emily._ Oh, yes; it is owing to the pressure of fluids upwards; and the
water rises in the duct, upon the same principle as it rises in the
spout of a tea-pot; that is to say, in order to preserve an equilibrium
with the water in the reservoir. Now I think I understand the nature of
springs: the water will flow through a duct, whether ascending or
descending, provided it never rises higher than the reservoir.
_Mrs. B._ Water may thus be conveyed to every part of a town, and to the
upper part of the houses, if it is originally brought from a height,
superior to any to which it is conveyed. Have you never observed, when
the pavements of the streets have been mending, the pipes which serve as
ducts for the conveyance of the water through the town?
_Emily._ Yes, frequently; and I have remarked that when any of these
pipes have been opened, the water rushes upwards from them, with great
velocity; which, I suppose, proceeds from the pressure of the water in
the reservoir, which forces it out.
_Caroline._ I recollect having once seen a very curious glass, called
Tantalus's cup; it consists of a goblet, containing a small figure of a
man, and whatever quantity of water you pour into the goblet, it never
rises higher than the breast of the figure. Do you know how that is
contrived?
_Mrs. B._ It is by means of a syphon, or bent tube, which is concealed
in the body of the figure. This tube rises through one of the legs, as
high as the breast, and there turning, descends through the other leg,
and from thence through the foot of the goblet, where the water runs
out. (fig. 1, plate 14.) When you pour water into the glass A, it must
rise in the syphon B, in proportion as it rises in the glass; and when
the glass is filled to a level with the upper part of the syphon, the
water will run out through the other leg of the figure, and will
continue running out, as fast as you pour it in; therefore the glass can
never fill any higher.
_Emily._ I think the new well that has been made at our country-house,
must be of that nature. We had a great scarcity of water, and my father
has been at considerable expense to dig a well; after penetrating to a
great depth, before water could be found, a spring was at length
discovered, but the water rose only a few feet above the bottom of the
well; and sometimes it is quite dry.
[Illustration: PLATE XIV.]
_Mrs. B._ This has, however, no analogy to Tantalus's cup; but is owing
to the very elevated situation of your country-house.
Public-domain text, read in full here on John Shaqi.
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