dessert wines which contain several percent sugar and
only 7–10% ethanol.
Analysis
0010 Several methods are available for quantitative meas-
urement of ethanol. Some are based on ethanol-
specific chemical reactions, such as dichromate and
enzyme-catalyzed oxidation. Others are based on
selected physical properties of the product or sample
which are functions of its ethanol content, such as
boiling point or relative density. Often, separation of
the ethanol from other compounds by chromatog-
raphy, distillation, or other means is required prior
to quantification. The choice of method depends on
the need for accuracy and precision, analysis time,
potential for interfering substances, and expense.
(See Chromatography: Principles.)
0011 With respect to interfering substances, it is worth
noting that methanol is a minor but potentially toxic
constituent of distilled beverages derived from fruits.
It is formed from hydrolysis of methoxylated fruit
pectin and does not interfere with enzymatic or chro-
matographic methods of ethanol analysis.
Boiling Point Determinations (Ebulliometry)
0012 Boiling point depression is probably the most com-
monly used measure of ethanol in liquid systems. The
method is based on Raoult’s law of partial pressures.
Under ideal conditions, the law states that the total
pressure above a mixture of two miscible liquids is
equal to the sum of their partial pressures, and that
the partial pressure of each component is directly
proportional to its mole fraction in the mixture.
Stated mathematically:
P
T
¼ P
A
þ P
B
¼ P
0
A
X
A
þ P
0
B
X
B
ð1Þ
where P
T
is the total pressure above a solution of
liquids A and B, P
A
is the partial pressure of compon-
ent A, P
B
is the partial pressure of component B, P
0
A
is
the vapor pressure of component A above pure liquid
A, X
A
is the mole fraction of component A in the
mixture, P
0
B
is the vapor pressure of component B
above pure liquid B, and X
B
is the mole fraction of
component B in the mixture. Ethanol–water mixtures
have boiling points ranging from slightly less than
78.32
C (100% ethanol) to 100
C (0% ethanol) at
101.3 kPa pressure. The ethanol–water azeotropic
mixture (95.6% ethanol, w/w) boils at 78.2
C. Devi-
ations from Raoult’s law are exhibited by mixtures of
nonideal liquids, in which significant molecular inter-
actions occur between components. Ethanol–water
mixtures are examples of nonideal systems because
ethanol exhibits significant hydrophilic character.
Generally, the boiling point of pure water is measured
in addition to that of the sample and tabulated
ethanol content–boiling point data are adjusted ac-
cordingly, to account for variations in atmospheric
pressure. To prevent significant evaporative loss of
ethanol during boiling and measurement, ebulli-
ometers are fitted with a small condenser, and read-
ings are taken shortly after a constant temperature is
attained.
0013Boiling point measurements require relatively large
samples – up to 50 ml – which limits their utility.
Their accuracy is reduced in the presence of high
concentrations of other dissolved solutes. Since ebul-
liometers are simple devices, relatively inexpensive,
and sufficiently accurate for production purposes,
small wineries have used them extensively.
Relative Density Measurements (Hydrometry)
0014Relative density (specific gravity) is the ratio of the
density of a solution to the density of a reference
solution (usually water at 4
C). Relative densities of
aqueous solutions are dependent on the concentra-
tion of dissolved solutes. Two general approaches
are used to obtain relative densities.
0015The first is to measure the mass of known volumes
of sample and standard reference solutions. This
is accomplished by use of a pycnometer, a small,
relatively lightweight flask of known volume. Since
specific volume is temperature-dependent, the pycno-
meter is immersed in a water bath maintained at a
standard temperature. The mass of the sample and
reference solutions is then determined on an analyt-
ical balance and compared to tabulated standard
values. The relative density of aqueous ethanol solu-
tions reflects the concentration of ethanol, assuming
it is the only (or major) dissolved solute.
0016The second general approach is based on Archime-
des’ principle, which holds that an object immersed in
a liquid appears to lose an amount of mass equivalent
to the mass of liquid it displaces. The Westphal bal-
ance illustrates this principle. Its design is similar to
that of an equal-arm, two-pan balance. At one end, a
tube of known volume and weight is immersed in a
reference solution and the beam is balanced by add-
ition of weights to compensate for the buoyancy of
the liquid. The procedure is repeated by immersion in
the unknown liquid sample. In this manner, a relative
density is determined. A more commonly used device,
based on the same principle, is the hydrometer. Hy-
drometers are glass instruments with narrow, cali-
brated stems much like a thermometer at the top,
but with much expanded bottom halves that are
weighted with lead to insure that they float upright.
When the hydrometer is placed in a liquid sample, it
sinks to a depth that results in displacement of a
volume of liquid equal to its weight. The alcohol
ALCOHOL/Properties and Determination 109