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    Physical Chemistry II(TKK-1237)

    13/14 Semester 3

    Instructor: Rama Oktavian

    Email: [email protected]

    Office Hr.: M.13-15, W. 13-15 Th. 13-15, F. 13-15

    Outlines

    1. Review

    2. Liquid-liquid equilibria (2-components)

    3. Liquid-liquid equil ibria (3-components)

    4. Ternary diagrams

    Review Review

    Ch. 12Equilibrium condition

    the chemical potential of each substance must have the samevalue in every phase in which that substance appears

    a state in which there are no observable changes as time goes by.

    Review

    Ch. 12Phase diagram

    Review

    Ch. 12Phase rule

    the phase rule for a one-component system

    Gibbs Phase Rule

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    Review

    Ch. 13

    SolutionSolution - homogeneous mixture of chemical species

    One phase

    Review

    Ch. 13

    Raoults Law and Ideal Solution (only one volatile componet)

    Raoults law

    Review

    Ch. 14Raoults Law and Binary Ideal Solution

    Review

    Ch. 14

    Gaseous phase

    Partial pressure of component 1

    Review

    Ch. 14

    Review

    Ch. 14

    P-x,ydiagram

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    Review

    Ch. 14

    T-x,ydiagram

    Review

    Ch. 14

    Azeotropes

    Liquid-liquid equilibria

    Basic concept of miscibility

    1. Miscible e.g: Toluene-benzene

    2. Partially miscible e.g: water-phenol

    3. Immiscible e.g: water-nitrobenzene

    Liquid-liquid equilibria

    Basic concept

    A + B

    Liquid (bottom layer)

    A + B

    Liquid (upper layer)

    1

    Ax

    In equilibrium condition

    2

    A

    1A

    21

    AA

    Partially miscible solution

    2

    Ax

    Liquid-liquid equilibria

    Partially miscible liquid

    P= 2, F= 1 the selection of temperaturemakes the compositions of theimmiscible phases fixed

    P= 1, F= 2 (two liquids are fullymixed) both temperature andcomposition can be changed

    Liquid-liquid equilibria

    Partially miscible liquid

    1. Add small amount of nitrobenzene tohexane at 290 K, it still dissolvescompletely, P= 1

    2. Add more nitrobenzene to hexaneand mixture of nitrobenzene-hexanebecomes saturated, add morenitrobenzene, the mixture willbecome two phases (line 2-3).

    3. In point 3, the mixture will becomesaturated (more nitrobenzene)

    4. In point 4, the mixture will becomeone phase (hexane will dissolve innitrobenzene)

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    Liquid-liquid equilibria

    Representation of liquid liquid phase diagram

    Point A - Mixture of 50 g hexane (0.59mol C6H14) and 50 g nitrobenzene (0.41mol C6H5NO2) was prepared at 290 K

    A

    There will be two phases solution withthe composition at point 2 and point 3

    xN= 0.35 and xN= 0.83 (these arethe compositions of the two phases

    Liquid-liquid equilibria

    Representation of liquid liquid phase diagram

    Use Lever-Rule to determine the ratio ofamount of each phase:

    A

    735.041.0

    41.083.0

    l

    l

    n

    n

    There is 7 times as much hexane-richphase as there nitrobenzene-richphase

    If the mixture is heated to 292 K, wego into a single phase region

    Liquid-liquid equilibria

    Representation of liquid liquid phase diagram

    Liquid-liquid equilibria

    Critical solution temperature

    1. The upper critical solution temperature, Tuc

    2. The lower critical solution temperature, Tlc

    Liquid-liquid equilibria

    Critical solution temperature

    1. The upper critical solution temperature, Tuc

    The upper critical solution temperature, Tuc, is the highesttemperature at which phase separation occur

    Liquid-liquid equilibria

    Critical solution temperature

    2. The lower critical solution temperature, Tuc

    The lower critical solution temperature, Tlc, is the lowesttemperature at which phase separation occur

    For triethylamine and water, thesystem is partially miscible above Tlc,and single phase below

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    Liquid-liquid equilibria

    Critical solution temperature

    Some systems have both Tuc and Tlc, with a famous example being

    nicotine in water, where Tuc= 210oC and Tlc= 61

    oC

    Liquid-liquid equilibria

    0 1Xnicotine

    Temperature(oC)

    X2X1 X3

    T1210

    o

    C

    61oC

    T2

    T3

    nicotine /

    water solution

    nicotine

    saturated

    water rich

    phase in

    equilibrium

    with a water

    saturated

    nicotine rich

    phaseT4

    lower

    consulate

    temperature

    we cool a nicotine water solution of

    composition X2 from sometemperature above the upper

    consulate temperature of 210oC.

    At temperatures greater than T1 the

    nicotine and water are miscible

    When T1 is reached water saturated

    nicotine rich phase just begins to form and

    is in equilibrium with the predominant

    nicotine saturated water rich phase

    As the system is further cooled there will be

    two phase region. In the two phase region the

    relative amounts of the phases present are again

    given by the lever law, e.g. at T2 we have:

    nX1 (X2 - X1) = nX3 (X3 - X2)

    Liquid-liquid equilibria

    Distillation of partially miscible liquids

    First case - the Tuc is lower than the azeotrope temperature

    Liquid-liquid equilibria

    Distillation of partially miscible liquids

    a1 initial composition and temperature

    one phase

    a2 the point where boil ing begins and the

    vapor will have composition at b1

    When the distillate is cooled enough

    to cause condensation, a single phasefirst forms, represent by point b2

    point b3 represents the overallcomposition once the temperature i slowered back to the startingtemperature

    Liquid-liquid equilibria

    Distillation of partially miscible liquids

    Another case - the Tuc is higher than the azeotrope temperature

    Liquid-liquid equilibria

    Distillation of partially miscible liquids

    a1 initial composition and temperature

    one phase

    It will start boiling at point a2 withvapor having composition given bypoint b1

    This distillate will condense into a twophase liquid directly (b3).

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    Liquid-liquid equilibria

    Distillation of partially miscible liquids

    A system at e1 forms two phases up to the

    boiling point at e2

    condensing a vapor of composition e3gives a two-phase liquid of the sameoverall composition

    At e2, F = 0, their compositions andthe temperature are fixed

    Liquid-liquid equilibria

    Distillation of immiscible liquids

    Immiscible liquids

    Liquid-liquid equilibria

    Distillation of immiscible liquids

    Immiscible liquids

    The total vapor pressures of liquids is

    Liquid-liquid equilibria

    Distillation of immiscible liquids

    Liquid-liquid equilibria

    Distillation of immiscible liquids

    Example: Aniline(1)-water(2) system, we want to distill 100 g of

    water from this mixture at 98.4C under atmospheric condition

    mmHgp 4201

    mmHgp 71802

    The mass of aniline that distills for each 100 g of water

    Liquid-liquid equilibria

    System of three components

    Call Gibbs Phase Rule

    P= 1, F= 4 T, P, x1, x2

    P= 2, F= 3 T, P, x1

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    Liquid-liquid equilibria

    Ternary phase diagram

    How to read it

    100% C

    100% A

    100% B

    Liquid-liquid equilibria

    Ternary phase diagram

    Ternary phase diagram for methyl isobutyl ketone + acetone + water

    Liquid-liquid pha se

    separation occurs

    Binodal / cloud point curve

    Plait point