"Now I will draw a figure in which one pocket is above the other, and
ask you to imagine that in the lower pocket we have pure water, in the
upper pocket brine (Figure 14); can you bring any theory of your law to
bear upon these liquids so that by connecting them together the water
will rise and run into the brine?"
[Illustration: FIG. 14.--B, brine. W, water. S, sand stratum. (The
difference in altitude is somewhat exaggerated to make the phenomenon
clear. A syphon may result under such circumstances.--L.)]
"No," I replied; "connect them, and then the brine will flow into the
water."
"Upon the contrary," he said; "connect them, as innumerable cavities in
the earth are joined, and the water will flow into the brine."
"The assertion is opposed to applied philosophy and common sense," I
said.
"Where ignorance is bliss, 'tis folly to be wise, you know to be a maxim
with mortals," he replied; "but I must pardon you; your dogmatic
education narrows your judgment. I now will prove you in error."
He took from his pocket two slender glass tubes, about an eighth of an
inch in bore and four inches in length, each closed at one end, and
stood them in a perforated cork that he placed upon the table.
Into one tube he poured water, and then dissolving some salt in a cup,
poured brine into the other, filling both nearly to the top (Figure 15).
Next he produced a short curved glass tube, to each end of which was
attached a strip of flexible rubber tubing. Then, from a piece of
blotting paper such as is used to blot ink, he cut a narrow strip and
passed it through the arrangement, forming the apparatus represented by
Figure 16.
[Illustration: FIG. 15. A A, glass tubes. F, brine surface. E, water
surface.]
[Illustration: FIG. 16. B, curved glass tube. C C, rubber tubes. D D D,
bibulous paper.]
Then he inserted the two tubes (Figure 15) into the rubber, the
extremities of the paper being submerged in the liquids, producing a
combination that rested upright in the cork as shown by Figure 17.
The surfaces of both liquids were at once lowered by reason of the
suction of the bibulous paper, the water decreasing most rapidly, and
soon the creeping liquids met by absorption in the paper, the point of
contact, as the liquids met, being plainly discernible. Now the old man
gently slid the tubes upon each other, raising one a little, so as to
bring the surfaces of the two liquids exactly on a plane; he then marked
the glass at the surface of each with a pen.
"Observe the result," he remarked as he replaced the tubes in the cork
with their liquid surfaces on a line.
Together we sat and watched, and soon it became apparent that the
surface of the water had decreased in height as compared with that of
the brine. By fixing my gaze on the ink mark on the glass I also
observed that the brine in the opposing tube was rising.
"I will call to-morrow evening," he said, "and we shall then discover
which is true, man's theory or nature's practice."
Public-domain text, read in full here on John Shaqi.
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