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coal trade bulletin - Clpdigital.org

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38 THE COAL TRADE BULLETIN.<br />

Total volume for combustion 106.75<br />

Volume after burning 83.20<br />

Contraction due to burning 23.55<br />

Volume after absorption of CO, 71.40<br />

CO, produced by combustion 11.80<br />

The record of a typical analysis by (be explo­<br />

sion method follows. The analysis is hypothet­<br />

ical and is presented simply to show the errors in­<br />

troduced by* small variations in burette readings.<br />

C. c.<br />

Volume taken for analysis 100.00<br />

Volume after absorption of CO. 92.92<br />

CO, found 7.07<br />

Volume after absorption of O. 91.73<br />

O. found 1.20<br />

Volume taken for explosion 31.77<br />

O. added for explosion 68.23<br />

Total 100.00<br />

Volume after explosion 84.00<br />

Contraction due to explosion 16.00<br />

Volume after absorption of CO, 76.00<br />

CO. produced by combustion 8.00<br />

In the last analysis an experimental en or of<br />

0.2 c. c. in reading the gas volume after com­<br />

bustion would make this reading S3.S c. c. An<br />

experimental error of 0.2 c. c. in reading the gas<br />

volume after the final carbon dioxide absorption<br />

would make the reading 76.2. The contraction<br />

due to combustion would then become 16.2 c. c,<br />

and the volume of carbon dioxide would become<br />

7.6 e. c. Hydrogen and methane, if calculated<br />

from these data aid figured to a percentage basis,<br />

would be:<br />

Per cent.<br />

H. 1.93<br />

CH, 21.94<br />

It will be seen that if only a part of the resi­<br />

dual gas is taken for the analysis and if an error<br />

of 0.2 per cent, is made in two burette readings,<br />

then the calculation will indicate considerable<br />

hydrogen.<br />

An experimental error of plus 0.2 c. c. made in<br />

reading the gas volume after combustion would<br />

result in an apparent reading of 84.2 c. c. An<br />

experimental error of 0.2 c. c. made in reading<br />

the gas volume after the carbon dioxide absorp­<br />

tion would result in an apparent reading" of 75.8.<br />

The contraction in volume and carbon dioxide<br />

produced by* the explosion then become 15.S c, c.<br />

and 8.4 c. c. respectively, and if tbe calculation<br />

is made to methane and ethane the results be­<br />

come 20.38 per cent. CH, and 1.94 per cent. C,H„.<br />

KRHORK nil*. TO THE ASSUMPTION THAT THE MOLECU­<br />

LAR VOI.I .MI'S OF ALL CASKS ARE ALIKE.<br />

Exact specific gravity determinations have<br />

shown that tbe molecular volumes of all gases<br />

are not alike, and as a consequence some gas<br />

analyses may be in error if Avogadro's theory be<br />

assumed.<br />

Beloyv are given the theoretical and observed<br />

specific- gravity determinations (air=l) at 0° C.<br />

and at 760 mm. pressure of those gases that enter<br />

into reaction when methane is burned in com­<br />

plete combustion yvith oxygen.<br />

Comparison of theoretical and observed specific-<br />

gravity determinations.<br />

Theoretical Observed<br />

Gas. density. density.<br />

Oxygen 1.1055 1.1053<br />

Nitrogen 9680 .9674<br />

Methane 5539 .5545<br />

Carbon dioxide 1.5201 1.5291<br />

Theoretical<br />

Observer. Observed.<br />

Rayleigh 1.000<br />

do 1.000<br />

Baume and Perrot 999<br />

Rayleigh 994<br />

The molecular volumes of oxygen, nitrogen and<br />

methane are close enough to the theoretical, hut<br />

considerable variation is noted in tbe theoretical<br />

and observed molecular volumes of carbon dioxide.<br />

Tbe weight of a liter of carbon dioxide at 0° C.<br />

and 760 mm. pressure is 1.9769 grams according<br />

to Rayleigh© and 1.976S grams according to Guyc<br />

and Pintza.©<br />

Then 22.412 liters of carbon dioxide weighs<br />

22.412 X 1.9768 - 44.304 grams at 0' C. and 760<br />

mm. pressure. The coefficient of expansion of<br />

carbon dioxide betyveen 0° and 20", as determined<br />

by Chappius.® is 0.003736.<br />

Then 22.412 X0.003736 X 20 = 1.6746 liters;<br />

1.6746 4- 22.412 = 24.087 liters, the volume occu­<br />

pied by 44.304 grams of carbon dioxide when the<br />

temperature has been raised to 20° C. from 0° C.<br />

at 760 mm. pressure. A gram-molecule of carbon<br />

dioxide equals 44.003 grams and occupies at 0° C.<br />

and 760 mm. pressure:<br />

44.003<br />

44.305<br />

X 24.0S7 -- 23.923 liters.<br />

According to the gas layvs, at 20° C. and 760 mm.<br />

pressure the volume becomes<br />

293<br />

22.412 x 24.051 liters.<br />

273<br />

At 20 C. and 760 mm. pressure then a gram-<br />

molecule of carbon dioxide occupies a volume<br />

(CONTINUED ON PAGE 43)<br />

©Rayleigh. flu the deiisiiies of carbonic oxide, carbonic<br />

anhydride, and nitrous oxide. Proc Roy Snivel.<br />

6*2. 1897, 1). 204.<br />

©Guye, I'. A., and I'intza. A.. Determination des densites<br />

des gaz anhydride carbonique, ammofiJae et protoxyde<br />

d'azote. Mem. Sec. pfiys. el hist, nat de<br />

Geneve, vol. 35, 1908, p. 569.<br />

©Bull. Inst. poids. pt mes.. vol. 13, 190:',, p. mo.

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