Chromatography_theory -Pak Sulis

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    Chromatography

    Separates

    components in

    mixture:Based on

    - polarity

    - boiling point- ionic strength

    - size

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    Chromatography

    Mobile phase: phase which sample

    is dissolved in may be gas, liquid, or

    supercritical fluid Stationary phase: phase which

    mobile phase is forced through

    Mobile and stationary phases are

    chosen so the analyte will distribute

    itself between the two phases

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    Partition

    Chromatography Movie Used in GC & LC

    Molecules will partitioninto the stationaryphase based uponaffinity for stationaryphase & eventuallypartition into mobilephase again

    Thin layer is coated

    onto inside of GCcolumn or on smallparticles on LC column

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    Adsorption

    Chromatography Very similar to

    partitionchromatography

    Adsorption just onsurface, partitioninto thin layer

    Not used as widelyas partition usedmainly in TLC &very small particlesin LC

    Movie

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    Ion Exchange

    Chromatography Movie Separation of

    either cations oranions

    Separtion based onrelative strength ofionic bond

    Anion exchangehas cations onsurface

    Used in LCexclusively

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    Molecular Exclusion

    Chromatography Separation

    based on size

    Small moleculesget trapped in

    pores & take

    longer to get out

    Movie

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    Gel Electrophoresis

    Separation

    based on size

    and charge Smaller

    molecules will

    migrate further,

    less tangled

    Movie

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    Affinity Chromatography

    Very selective

    Specific binding

    site is used toconcentrate

    analyte on

    column

    Used a lot in

    biological

    applications

    Movie

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    Typical Gas Chromatogram

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    Typical Liquid

    Chromatogram

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    Introduction to

    Chromatography - Theory

    General Relationships

    1. Distribution constant

    a. Craig counter currentexperiment

    2. Retention time

    3. Relationship between distribution

    constant and retention time4. Capacity factork

    5. Selectivity factora besaan yg menunjukkan kemampuanselktivitas

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    Introduction to

    Chromatography - Theory

    Peak Broadening

    1. Shapes

    2. Column efficiency

    a. plate height

    b. number of plates

    3. Kinetic factorsVan Deemter

    equation

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    Craig counter current

    movie

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    2. Retention time tr

    Time it takes for

    analyte to reach

    detector aftersample injection

    Tm = retention

    time for material

    to come throughcolumn which is

    not retained also

    called dead time

    or void volume

    tm rate of migration is the

    same as the average rate of

    motion of the mobile phase

    molecules u = L/tm

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    3. Distribution constant

    & retention timev = u x moles of analyte in mobile phase

    total moles of analyte

    v = u x CmVm = 1

    CmVm + CsVs 1 + CsVs/CmVm

    v = u x 1

    1 + KVs/Vm

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    4. Capacity factor k Describes migration rates of analytes in columnFor a species A

    k = KAVs v= u x 1/(1 + k)

    kA = (tr- tm)/tm

    For separations involving few components idealcapacity factors are between 1 - 5

    What is k

    for this

    peak?

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    5. Selectivity factora

    Ability to

    distinguish

    between 2species, A & B

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    Purpose of

    Chromatography Achieve separation

    Elution movie

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    Peak Broadening

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    Peak Broadening

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    Is peak broadening a good or

    bad thing?

    BAD Why?

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    Column Efficiency

    Plate height (H)

    # theoretical

    plates (N)

    N = L/H

    Efficiency of a

    column goes up

    as N increasesand H decreases

    Typical 250

    10,000 plates

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    Plate Height

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    3. Kinetic Factors: The

    Van Deemter Equation

    Reality: column efficiency is

    affected by kinetic factors

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    What variable do you think are

    important in determining the

    efficiency of a separation?

    In o r notebook predict hat the

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    In your notebook predict what the

    effect of increasing linear

    velocity (flow rate) will have on

    column efficiency (H)

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    Van Deemter Equation

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    Van Deemter Equation

    H = A + B/u + CuA = Eddy diffusion: Due to

    different pathsmolecules can take as

    they go throughparticles

    B/u = longitudnal diffusion Band diffuses in

    and against direction of mobile phase

    movement

    Cu often broken into 2 terms Csu + Cmu

    Mass transfer coefficient: Time it takes for

    analyte to diffuse into stationary phase

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    How can band broadening be

    reduced? (and thus column

    efficiency be enhanced)1. Decrease particle diameter

    2. Decrease column width

    3. Lowering temperature in GC

    (reduces diffusion coefficient)

    4. Minimize thickness of liquid

    stationary phase

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    Resolution

    Rs = 2((tr)B(tr)A)

    wA + wB

    This is called General

    Elution Problem