The Principles of Chemistry, Volume IMendeleyev, Dmitry Ivanovich
Science
The Principles of Chemistry, Volume I
Mendeleyev, Dmitry Ivanovich
Argon; Chemistry; Periodic law
osmotic pressure) in the cells of plants. For this purpose a
portion of the soft part of the leaves of the _Tradescantis
discolor_, for instance, is cut away and moistened with the
solution of a given salt and of a given strength. If the osmotic
pressure of the solution taken be less than that of the sap
contained in the cells they will change their form or shrink; if,
on the other hand, the osmotic pressure be greater than that of
the sap, then the cells will expand, as can easily be seen under
the microscope. By altering the amount of the different salts in
solution it is possible to find for each salt the strength of
solution at which the cells begin to swell, and at which they
will consequently have an equal osmotic pressure. As it increases
in proportion to the amount of a substance dissolved per 100
parts of water, it is possible, knowing the osmotic pressure
of a given substance--for instance, sugar at various degrees
of concentration of solution--and knowing the composition of
isotonic solutions compared with sugar, to determine the osmotic
pressure of all the salts investigated. The osmotic pressure of
dilute solutions determined in this manner directly or indirectly
(from observations made by Pfeffer and De Vries) was shown to
follow the same laws as those of the pressure of gases; for
instance, by doubling or increasing the quantity of a salt (in
a given volume) _n_ times, the pressure is doubled or increases
_n_ times. So, for example, in a solution containing one part
of sugar per 100 parts of water the osmotic pressure (according
to Pfeffer) = 58·5 cm. of mercury, if 2 parts of sugar = 101·6,
if 4 parts = 208·2 and so on, which proves that the ratio is
true within the limits of experimental error. (2) Different
substances for equal strengths of solutions, show very different
osmotic pressures, just as gases for equal parts by weight in
equal volumes show different tensions. (3) If, for a given dilute
solution at 0°, the osmotic pressure equal _p_°, then at _t_°
it will be greater and equal to _p_°(1 + 0·00367_t_), _i.e._ it
increases with the temperature in exactly the same manner as the
tension of gases increases. (4) If in dilute solutions of such
substances as do not conduct an electric current (for instance,
sugar, acetone, and many other organic bodies) the substances
be taken in the ratio of their molecular weights (expressed by
their formulæ, see Chapter VII.), then not only will the osmotic
pressure be equal, but its magnitude will be determined by
that tension which would be proper to the vapours of the given
substances when they would be contained in the space occupied by
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