Original question.
Give the ratio which equal volumes of the following gases bear to the volumes of the elements of which they consist :—Hydrochloric Acid, Water, Protoxide of Nitrogen, Binoxide of Nitrogen, Ammonia.
At the same temperature and pressure, one volume of HCl corresponds to volume of hydrogen and volume of chlorine; one of steam to one of hydrogen and of oxygen; one of to one of nitrogen and of oxygen; one of NO to of each element; and one of ammonia to of nitrogen and of hydrogen. All elemental volumes here refer to their ordinary diatomic gases.
The simplest way to avoid an erroneous factor of two is to balance each chemical reaction using , , and . Under Avogadro's law, their stoichiometric coefficients are also gas volume ratios, provided all gases are compared at the same temperature and pressure and ideal gas behaviour is a good approximation.
- For gaseous hydrogen chloride, . Thus . There is no change in total gas volume in this idealized combination.
- For water vapor, . Thus : three reactant volumes give two product volumes.
- “Protoxide of nitrogen” is nitrous oxide, . The composition equation gives . This equation expresses composition; it does not assert that direct mixing gives an easy preparative reaction.
- “Binoxide of nitrogen” in the historical equivalent nomenclature is nitric oxide, modern , rather than modern nitrogen dioxide. The equation gives . Older notation with oxygen equivalent 8 describes the same oxygen-to-nitrogen mass ratio as modern with oxygen atomic weight 16; reading its subscript by modern rules changes the substance.[ref]
- For Ammonia, gives : four reactant volumes correspond to two product volumes.
If the common chosen volume of each compound is , the corresponding ordered elemental volumes are therefore , , , and . The ratios concern molecular counts and hypothetical free elemental gases, not separate compartments of elemental gas still present inside a compound.
“Hydrochloric acid” must here mean gaseous hydrogen chloride, rather than its aqueous chemical solution; water must remain as steam. If water condenses or Ammonia dissolves in the collecting liquid, measured volumes no longer show these simple ratios. For an experimental comparison, dry-gas and hydrostatic pressure corrections are those discussed in 3.
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