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nydus/The Principles of Chemistry, Volume IPublic
Page 211 of 823
Table of Contents

CHAPTER X SODIUM CHLORIDE—BERTHOLLET'S LAWS—HYDROCHLORIC ACID

form a definite hydrate of the composition HCl,6H2O. Besides this hydrate there exists also a crystallo-hydrate, HCl,2H2O,43 which is formed by the absorption of hydrochloric acid by a saturated solution at a temperature of -23°. It crystallises and melts at -18°.44

The mean specific gravities at 15°, taking water at its maximum density (4°) as 10,000, for solutions containing p per cent. of hydrogen chloride are—

pSpS
510,2422511,266
1010,4903011,522
1510,7443511,773
2011,0014011,997

The formula S = 9,991·6 + 49·43p + 0·0571p2, up to p = 25·26, which answers to the hydrate HCl,6H2O mentioned above, gives the specific gravity. Above this percentage S = 9,785·1 + 65·10p - 0·240p2. The rise of specific gravity with an increase of percentage (or the differential ds/dp) reaches a maximum at about 25 p.c.45 The intermediate solution, HCl,6H2O, is further distinguished by the fact that the variation of the specific gravity with the variation of temperature is a constant quantity, so that the specific gravity of this solution is equal to 11,352·7(1 - 0·000447t), where 0·000447 is the coefficient of expansion of the solution.46 In the case of more dilute solutions, as with water, the specific gravity per 1° (or the differential

ds / dt )

rises with a rise of temperature.47

p =05101520
S 0 – S 15 =7·223385264
S 15 – S 130 =34·142505967

Whilst for solutions which contain a greater proportion of hydrogen chloride than HCl,6H2O, these coefficients decrease with a rise of temperature; for instance, for 30 p.c. of hydrogen chloride S0 - S15 = 88 and S15 - S30 = 87 (according to Marignac's data). In the case of HCl,6H2O these differences are constant, and equal 76.

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