The Romance of Modern Chemistry
Forfatter: James C. Phillip
År: 1912
Forlag: Seeley, Service & Co. Limited
Sted: London
Sider: 347
UDK: 540 Phi
A Description in non-technical Language of the diverse and wonderful ways in which chemical forces are at work and of their manifold application in modern life.
With 29 illustrations & 15 diagrams.
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FACTS ABOUT SOLUTIONS
stronger. A blood corpuscle is affected in exactly the
same way when it is put in a strong solution of salt;
water actually passes out through the skin, the corpuscle
shrinks in size, becomes more dense, and sinks to the
bottom of the salt solution.
If we were to test a number of sugar solutions of
gradually increasing strength in the same way as has
been suggested for salt, we should find that the blood
corpuscles were burst in all sugar solutions up to 5 per
cent, strength, but sank to the bottom in solutions of
greater concentration. For both sugar and salt, there-
fore, we can, with the help of the corpuscles as indicators,
pick out solutions which have the same osmotic effect.
From this point of view, a 5 per cent, solution of cane
sugar must be regarded as equivalent to a 0’5 per cent,
solution of common salt, even although the amounts of
dissolved matter are so different in the two cases. This
may seem rather strange, but investigations which we
cannot consider here have shown that the magnitude of
the osmotic pressure is determined, not by the weight
of a substance which is dissolved in a given volume of
solution, but by the number of molecules present in that
volume. Now the sugar molecule is a very heavy one,
so that proportionately more of this substance must be
taken in order to get a definite number of molecules.
There are other interesting properties of solutions
which are in reality closely connected with osmotic pres-
sure. There is, for instance, the fact, perhaps already
known to some readers, that a solution freezes at a lower
temperature than water, and boils at a higher temperature.
More than that, the extent to which the freezing-point
of a solution is below 32° Fahrenheit, and its boiling-
point above 212°, is proportional to the number of
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