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Doc Brown's Advanced A
level theoretical chemistry revision notes
Part 8.5 The Theory and Practice of Steam Distillation
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steam
distillation [page updated May 2nd 2026 *]
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8.5 Extraction using steam distillation of immiscible liquids
(NOT fractional
distillation of miscible liquids involving water e.g. fractionally
distilling fermented sugar solution to extract ethanol)
What is steam distillation? Why is steam
distillation useful for thermally unstable compounds?
What apparatus do
you need? How do you do a steam distillation?
A steam distillation
calculation to theoretically predict the composition of the distillate
are fully explained.
We consider
its advantages over conventional fractional distillation and how it
used to extract organic compounds from complex from reaction
mixtures - natural or synthetic
- The technique of steam distillation
is a very useful method for extracting molecules with a high boiling
point, which under normal distillation conditions might thermally
decompose.
- i.e. the kinetic energies of the
molecules at the boiling point may be sufficient to overcome the
activation energies of possible reactions such as decomposition
into smaller molecules or transformation into another molecule
of similar size.
- As has been stated earlier, when a
liquid is heated, the vapour pressure rises, and when it equals the
ambient pressure the liquid boils i.e. bubbles of vapour can form in
the bulk of the liquid.
- If a mixture of two immiscible
liquids (or solutions) is heated, BOTH molecules can contribute to
the vapour pressure and BOTH will express their full saturated
vapour pressure because being immiscible, the two liquids act
independently..
- so at a given temperature
-
Ptot = pA
+ pB, and is irrespective of the actual ratio of
the volumes of liquids.
- or
Ptot = pH2O
+ product, where Pproduct is the vapour
pressure of the (usually organic) material extracted since we
are dealing with steam distillation.
- If the larger proportion of Ptot
is from water vapour, you can then distil over substances at
~100oC which might normally only distil over at much higher
temperatures of say 150–300oC.
- This means you can predict two
things from vapour pressure tables data:
- (1) the temperature at which
the mixture will distil over i.e. at normal pressure in the
laboratory
- i.e.
when Ptot
= pH2O + pproduct = 760 mmHg
(101 kPa)
- In the
calculation procedure below to theoretically calculate
the percentage by mass of water and desired product by
mass:
- p = partial pressure, n = mol, m =
mass in g, M or Mr = relative molecular mass
- (2) the composition of the
distilled mixture if you know the distillation temperature
- you do this calculation
from the vapour pressure ratio as follows,
because the vapour
pressure ratio is also the mol ration (assuming ideal
gas behaviour)
- Think of the product
as the desired organic compound extracted from the
mixture by steam distillation.
-
pproduct/pH2O
= nproduct/nH2O where
n = number
of moles of each component
- this assumes mole
ratio and vapour pressure ratio are identical, which
is strictly speaking only true for ideal gases, but
accurate enough in this context.
- So, bringing in relative
molecular masses and mols
n = m/Mr
-
Pproduct/PH2O
= (mproduct/Mproduct) / (mH2O/18)
-
and
carefully rearranging gives the product mass ratio
-
mproduct/mH2O
= (Pproduct x Mproduct) / (PH2O
x 18)
- to give the mass ratio
in the distillate
- from the mass ratio
numbers you can
then calculate
-
% mproduct
= (mproduct
x 100) / (mproduct
+ mH2O)
- See
the example calculation at the end.
- In practice the vapour pressure due
to water often far exceeds that of the extracted material but there
are several advantages to using steam distillation as a mixture
separation technique e.g.
-
USES
and advantages of using steam distillation
compared to conventional distillation.
- (i) It is
important to realise is that a thermally unstable organic material
can then be distilled over at a temperature much lower than its
decomposition or transformation temperature - avoids thermal
decomposition which might occur at its normal boiling point.
- (ii) You can extract a (not
very) volatile organic compound from a complex and often messy
reaction mixture, as long as everything else is not volatile apart
from water.
- (iii) Steam distillation is
used to extract perfume compounds from naturally occurring plant
materials.
-
Below is shown the
experimental technique for
extracting phenylamine from a
nitrobenzene reduction in section 8.5
Organic Redox reactions
-
- The technique is widely used in the
extraction of molecules from natural products e.g.
- In the perfumery industry, perfume molecules like those
from lavender can be extracted from natural plant materials
using steam distillation – an
unforgettable 'odour' experienced from the rural distilleries of
Provence whilst driving in France! – not that the 'kids' where
interested back in those days!
- Vacuum or reduced pressure
distillation is a superior method BUT is not always as convenient?
or practical? or cheap? in the context of a rural industry!
Practice calculation on
steam distillation
Calculating
the composition of the distillate mixture
Atomic masses: H = 1 C =12 N = 14
O = 16
A mixture of two immiscible liquids, water (H2O,
Mr = 18) and the organic compound phenylamine
(C6H7N, C6H5NH2,
Mr = 93) boils at 98oC under an
ambient pressure of 100 kPa (slightly below normal atmospheric
pressure).
From graphs or data tables, the vapour pressures of water
and phenylamine are found to be 94.3 kPa and 5.7 kPa
respectively.
Calculate the composition of the steam distillate at 98oC
under an ambient pressure of 100 kPa.
At 98oC Ptot
= pH2O + pC6H7N = 100 kPa
Therefore confirming the mixture of
water and phenylamine will boil at 98oC.
pC6H7N/pH2O
= nC6H7N/nH2O where
n = number
of moles of each component
this assumes mole
ratio and vapour pressure ratio are identical, which
is strictly speaking only true for ideal gases, but
accurate enough in this context.
So, bringing in relative
molecular masses and mols n = mass m/Mr
PC6H7N/PH2O
= (mC6H7N/MC6H7N) / (mH2O/18)
mC6H7N/mH2O
= (PC6H7N x MC6H7N) / (PH2O
x 18)
so the mass ratio
in the distillate
= (5.7 x 93) / (94.3 x 18) = 530.1
/ 1697 = 0.3124
mass ratio C6H7N
: H2O is therefore 0.312 : 1.0000
using the mass ratio
numbers gives.
% mC6H7N = (mC6H7N
x 100) / (mC6H7N
+ mH2O)
% mC6H7N = (0.3124
x 100) / (0.3124
+ 1.0000) = 31.24 / 1.3124
= 23.8% phenylamine in the distillate
which you should observe as two
immiscible liquid layers.
I've found in practice that if you
collect enough of the distillate to measure the relative volumes,
then, using the liquid densities from data books (d = m/v, m = dv),
you can calculate the experimental percentage mass in the mixture
and compare it with the theoretical result of a steam distillation
calculation
I think I used nitrobenzene, less
hazardous than phenylamine?.
Some learning objectives for steam distillation
Be able to describe the apparatus
for performing a steam distillation experiment.
Be able to describe how to carry
out a steam distillation experiment.
Be able to understand the theory
behind steam distillation.
Know that the total vapour pressure
is the sum of all the partial pressures of volatile components and
is independent of their ratio in the initial mixture.
Be able to solve calculations based
on the theory of steam distillation.
Know that the advantages of steam
distillation include the extraction of potentially unstable
compounds at lower temperatures than their boiling point, therefore
avoiding decomposition, and also extracting materials from complex
mixtures of non-volatile materials apart from water.
WHAT NEXT?
INDEX for Part 8.
Phase equilibria–vapour
pressure, boiling point and intermolecular forces
Index of ALL my chemical equilibrium
context revision notes
Part 8 sub–index:
8.1 Vapour pressure, nature, origin and examples
explained * 8.2.1
Introduction to the types of intermolecular forces
and examples explained (index) * 8.2.2 Detailed comparative discussion of boiling points of 8 organic molecule
of similar molecular mass * 8.3
Boiling point plots of six
organic
homologous series - graphs and explanation * 8.4
Other case studies of
boiling points related to intermolecular forces * 8.5
Steam
distillation – theory and practice * Evidence and theory
for hydrogen bonding in simple covalent hydride *
8.7 Solubility of covalent compounds, miscible and
immiscible liquids
Advanced Equilibrium Chemistry Notes Part 1. Equilibrium,
Le Chatelier's Principle–rules * Part 2. Kc and Kp equilibrium expressions and
calculations * Part 3.
Equilibrium and industrial processes * Part 4.
Partition,
solubility product and ion–exchange * Part 5.
pH, weak–strong acid–base theory and
calculations * Part 6. Salt hydrolysis,
Acid–base titrations–indicators, pH curves and buffers *
Part 7.
Redox equilibria, half–cell electrode potentials,
electrolysis and electrochemical series
|
Explaining the importance of steam
distillation?, What you need to know about steam distillation,
Explaining the use of steam distillation knowledge, Examples of steam
distillation explained, What is
the significance of steam distillation?, What is the use of steam
distillation? Describing and
explaining the theory of steam distillation.
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Brown's Chemistry Advanced A Level Notes Theoretical–Physical
Advanced Level
Chemistry: Equilibria: Chemical Equilibrium Revision Notes PART 8.5 on the
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