CALCULATIONS INVOLVING HOMOGENEOUS GAS
EQUATIONS

(i.e. where all the chemicals on both sides of
the equation are gases.)
E.g.
N2 (g)
+
3H3 (g)
=
2NH3 (g)
Calculations with such equations can often be
simplified by applying GAY - LUSSAC'S LAW OF COMBINING VOLUMES (1808)
This states:
The volumes of gases taking part in a
chemical change, either as reactants or as products, bear a simple numerical
relation to one another, provided that all the measurements are made under the
same conditions of temperature and pressure.
This can be simply illustrated as follows:
|
|
N2 (g) |
+ |
3H2 (g) |
= |
2NH3 (g) |
|
Equation shows |
1 mol N2 |
+ |
3 mol H2 |
Gives |
2 mol NH3 |
|
Equation shows |
1 Volume N2 |
+ |
3 volumes H2 |
Gives |
2 Volumes NH3 |
|
So for example |
10cm3 N2 |
+ |
30cm3 H2 |
Gives |
20cm3 NH3 |
Now try the following calculations.
Qu. 1
In the reaction
N2
+
3H2
=
2NH3
20cm3 nitrogen and 70cm3
hydrogen were reacted.
Considering that all measurements are made
under identical conditions of temperature and pressure.
a.
Calculate the reacting volume (volumes actually reacting)
b.
The volume of NH3 produced
c.
The final volume (i.e. volume NH3 + any unused reactants.)
Gareth Mc Bride: Chemistry Department: Loreto College, Coleraine.