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A Manual of the Chemistry of the Carbon Compounds

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36 THE CHEMISTRY OF<br />

By comparing tlie specific volume <strong>of</strong> different liquids, <strong>the</strong> following<br />

laws have been found:—<br />

(1) The difference <strong>of</strong> CHS in homologous series corresponds to a<br />

difference <strong>of</strong> 22 in <strong>the</strong> specific volume :—<br />

Formic Acid . .<br />

Acetic Acid . .<br />

Propionic Acid .<br />

Butyric Acid . .<br />

Valeric Acid . .<br />

Molecular<br />

Weight.<br />

. . 46 . .<br />

. . 60 . .<br />

. . 74 . .<br />

. . 88 . .<br />

. . 102 . .<br />

Specific<br />

Volume.<br />

. 42<br />

. 64<br />

. 86<br />

. 108<br />

. 130<br />

Difference.<br />

'. 22<br />

. 22<br />

. 22<br />

. 22<br />

From this it follows that <strong>the</strong> group CH2 has <strong>the</strong> specific volume 22.<br />

(2) <strong>Compounds</strong> containing as many times two atoms <strong>of</strong> hydrogen<br />

less, as o<strong>the</strong>rs contain one atom <strong>of</strong> carbon more, have <strong>the</strong> same specific<br />

volume or <strong>the</strong> specific volume <strong>of</strong> one atom <strong>of</strong> carbon is equal to that<br />

<strong>of</strong> two atoms <strong>of</strong> hydrogen:—<br />

Molecular Specific<br />

Weight. Volume.<br />

Cymene<br />

Octane C8H,8 Cl0Hu.<br />

. .<br />

.<br />

.<br />

.<br />

. 134<br />

114<br />

. . . . 187<br />

187<br />

Ethyl E<strong>the</strong>r C.H.OO . . . 74 . . . . 1068<br />

Phenol C6H8O . . . 94 . . . . 1068<br />

Now as <strong>the</strong> specific volume <strong>of</strong> CH2 is 22, and that; <strong>of</strong> hydrogen<br />

half that <strong>of</strong> carbon, it follows that <strong>the</strong> specific volume <strong>of</strong> carbon is 11,<br />

and that <strong>of</strong> hydrogen 5 - 5.<br />

(3) I8omeric and metamerie compounds have generally <strong>the</strong> same<br />

speoific volume; amongst <strong>the</strong> exceptions we find a number <strong>of</strong> oxygen<br />

compounds. Whilst, <strong>the</strong>refore, <strong>the</strong> specific volumes <strong>of</strong> carbon and<br />

hydrogen remain <strong>the</strong> same, that <strong>of</strong> oxygen varies. Thm variation<br />

depends on <strong>the</strong> manner in which <strong>the</strong> oxygen is combined with <strong>the</strong><br />

carbon. When one atom <strong>of</strong> oxygen is linked to <strong>the</strong> carbon atom hy<br />

one combining unit only, its specific volume is 78 ; but when combined<br />

to carbon by both units its specific volume becomes 122. The<br />

specific volume <strong>of</strong> dyad sulphur varies also: when united with one<br />

combining unit it is 23, but when with both it is 28-6.<br />

The specific volume <strong>of</strong> nitrogen in <strong>the</strong> amines is 2*3, in cyanogen<br />

compounds 17, and in nitroxyl NO417"4 The specific volumes <strong>of</strong> <strong>the</strong><br />

monad elemeuts <strong>of</strong> <strong>the</strong> chlorine group do not exhibit such variations.<br />

They are Cl = 228. Br = 278. 1=37-5.<br />

By means <strong>of</strong> <strong>the</strong>se numbers <strong>the</strong> specific gravity <strong>of</strong> a liquid carbon<br />

compound can easily be calculated. The following table shows how<br />

near <strong>the</strong>se calculated numbers agree with those deduced from <strong>the</strong><br />

specific gravity:—

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