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Distillation
... A Separation Method
Background Concepts - Definitions
• Vapor Pressure – Gas pressure created by the molecules
of a liquid, which have acquired sufficient Kinetic Energy to escape to the vapor phase.
• As Temperature increases, the average Kinetic Energy and the Vapor Pressure increase until the boiling point is reached.
Background Concepts (definitions)
• Boiling Point – The temperature at which the vapor pressure of a liquid equals the pressure applied by the surroundings to the liquid.
• Boiling points for ethanol ...
Pressure = 760 torr B Pt = 78 oC
Pressure = 600 torr B Pt = 73 oC
Pressure = 10 torr B Pt = -2 oC
Background Concepts (Relationships)
• For two pure liquids, which have different boiling points…
.... the vapor pressure at a given temperature will be higher for the liquid of lower boiling point.
Background Concepts
• The temperature of the vapors above a boiling liquid will remain constant at the boiling point.
• At the boiling point for a pure liquid, the liquid and vapor (gas) phases are in equilibrium.
• The boiling point (at a specified pressure) is a characteristic property of a pure liquid.
Background – Raoult’s Law
• For an ideal solution with a volatile solvent and a non-volatile solute (e.g. water and salt) …
VPsolution = Xsolvent x VPsolvent
As you increase the concentration of the non-volatile solute, you decrease the vapor pressure of the solution and increase the boiling point.
… hence “Boiling Point Elevation”
So What ??
For an ideal solution with a volatile solvent and a non-volatile solute (e.g. water and salt) …
…separation of the two components is as simple as heating the mixture and collecting and condensing the vapor.
Background – Dalton’s Law
• For an ideal solution made of two volatile solvents, the total vapor pressure is the sum of the vapor pressures of the two solvents.
• For a solution of liquid ‘a’ and liquid ‘b’
VPtotal = Xa (VPa) + Xb (VPb)
Deviations from Dalton’s Law
• For non-ideal solutions, the combined vapor pressure may be either higher (positive deviation) or lower (negative deviation) than predicted by Dalton’s Law.
• When VP is higher, means BP is lower…
• When VP is lower, means BP is higher…
…than predicted by Dalton’s Law.
Deviations from Dalton’s Law• For non-ideal solutions, there is either strong
forces of attraction (negative deviation) or repulsion (positive deviation) between the molecules of the different components of the solution.– Attractive forces = components held together more strongly =
lower VP = requires more heat = higher BP
– Repulsive forces = components not held together = higher VP = requires less heat = lower BP
• A non-ideal solution may distill with a constant boiling point as if it were one pure substance = Azeotrope.
Positive Deviation
• Classic example: ethanol and water
Pure ethanol – B. Pt of 78 oC
Pure water – B. Pt of 100 oC
Mixture of ethanol (95 %) and water (5 %) distills with a constant B. Pt. of about 75 oC.
Background Concepts
• For an ideal solution of two miscible liquids of different boiling points, the composition of the liquid and vapor phases is not the same.
• The vapor will contain more of the liquid with the higher vapor pressure or lower boiling point.
(X’s and O’s represent percentage of each component at each level.)
XX
X XX
OO
OO
O
Po = 0.5 X 912 mmHg = 456 mmHgPx = 0.5 X 608 mmHg = 304 mmHg
temp 100
temp 90
760 mmHg
456/760 X 100 = 60% O304/760 X 100 = 40% X
O
OO
O
O
OXX
XX
X
X X
O OO
OO
OO
Po = 0.6 X 887 mmHg = 532 mmHgPx = 0.4 X 570 mmHg = 228 mmHg
760 mmHg
532/760 X 100 = 70% O228/760 X 100 = 30% X
O
O
O
O
O
O
OO X
X
Po = 0.7 X 867 mmHg = 608 mmHgPx = 0.3 X 507 mmHg = 152 mmHg
760 mmHg
608/760 X 100 = 80% O152/760 X 100 = 20% X
temp 80
Po = 0.8 X 855 mmHg = 684 mmHgPx = 0.2 X 380 mmHg = 76 mmHg
760 mmHg
684/760 X 100 = 90% O76/760 X 100 = 10% X
temp 70O
O
O
O
O
O
O
OO
X
Po = 0.9 X 833 mmHg = 750 mmHgPx = 0.1 X 100 mmHg = 10mmHg
760 mmHg
750/760 X 100 = 99% O10/760 X 100 = 1% X
temp 60O
O
O
O
O
O
O
OO
temp 50OO
essentially pure "O"
O
X
O
X
O X
Phase Diagram (Liquids A and B)
http://www.uwlas.edu/faculty/koster/Distillation305.htm
Terms and Definitions
• Theoretical Plate – one of the horizontal lines in the previous graph or 1 simple equilibration between the liquid and vapor phase.
Simple Distillation
http://www.uwlas.edu/faculty/koster/Distillation305.htm
(Use a 10-mL graduated cylinder to collect fractions)
Simple Distillation
http://www.uwlas.edu/faculty/koster/Distillation305.htm
Fractional Distillation
http://www.uwlas.edu/faculty/koster/Distillation305.htm
• Increasing the surface area that the vapors contact between the liquid and the condenser, increases the number of theoretical plates.
Phase Diagram (Liquids A and B)
http://www.uwlas.edu/faculty/koster/Distillation305.htm
Fractional Distillation
• Greater plates = greater purity of distillate = sharper transition in distillation plot
• The number of Theoretical Plates or the height equivalent to a theoretical plate (HETP) is a measure of the efficiency of a column to separate components.
Preparing your NB…
• It would be helpful to read pgs. 55-57 (“Simple Distillation, Miniscale Apparatus”) and pgs. 131-132 (in addition to Sec. 4.1 and 4.2)
• Figure 2.37‒(a) on pg. 56!• 2 chemicals to include in Table of Properties: ethyl
acetate & butyl acetate• No chemical reactions• Procedure – you can print the procedural steps that
are in the handout (on Moodle).
Results
After collecting the temperature data, prepare a graph of “Temperature (y-axis) vs. Volume (mL) of Distillate Collected (x-axis)” and put it in the Calculations section of your NB. (see slide #17 for a sample of what a good simple distillation looks like)
Remember – a graph must be drawn using either graph paper or a computer – It can not simply be “guesstimated” on the notebook page.
Discussion
• Results = Graph of “Temperature vs. Volume (mL) of Distillate collected”
– How similar does your graph look to the one that’s on slide #17?
– Ideally, you’d want the temperature transition (from low temp. to higher temp.) to be as sharp as possible in order to minimize collection of a mixture of ethyl and butyl acetates.
• Continue writing discussion as outlined in the syllabus.