lecture 1001_30_2013(final)

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  • 7/27/2019 lecture 1001_30_2013(final)

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    Lecture 29: Chemical Equilibrium (2)

    Lecture 30: Chemical Equilibrium Calculations Worksheet on equilibrium calculation methods

    Lecture 31: Catalysis and Industrial Processes

    Chemistry 1001 - Semester 1, 2013 Solving for Equilibrium Concentrations

    COF2 with an initial concentration of 0.0250 M is allowed to come toequilibrium at 1000 C according to the reaction and equilibriumconstant below. What are the equilibrium concentrations of COF2and CO2?

    2COF2(g) CO2(g) + CF4(g) K = 2.00

    We will use the ICE approach to solve this. First, create a tableshowing initial compositions, and how each changes to reach

    equilibrium in terms of a single unknown quantity, x.

    Initial 0.0250 0 0

    Change -2x +x +x

    Equilibrium 0.0250-2x +x +x

    22

    2

    42

    ]20250.0[00.2

    ]COF[

    ]CF][CO[

    x

    xxK

    Second, write out the equilibrium expression and substitute in theequilibrium concentrations from the table

    Solving for Equilibrium Concentrations

    Solving this quadratic equation gives two answers: x =9.235 x 10-3 or0.019 M. The second answer is mathematically correct butunphysical, as it leads to a negative [COF2] at equilibrium. Theequilibrium concentrations are:

    [CO2] =[CF4] =9.235 x 10-3 M [COF2] = 6.53 x 10

    -3 M

    This is easy when somebody else does it but now it is up to you andtodays worksheet!

    In every example today we started with reactants only. That is, the reactantquotient, Q =0. This is not always the case. Recall the example from lastlecture:-

    Predicting Change Using the Reaction Quotient

    What happens when solid silver is added to a solution initially containing[Ag+] =0.200M, [Fe2+] =0.100M and [Fe3+] =0.300 M?

    The following reversible reaction occurs:

    Ag+(aq) +Fe2+(aq) Ag(s) +Fe3+(aq) K =2.98 L/mol

    3

    2

    [ ] 0.30015.00

    [ ][ ] 0.100 0.200

    FeQ

    Fe Ag

    As Q >K; reaction will move to the left.

    Here its convenient to use +x to denotethe change in the reactant, [Ag+].

    Ag+(aq) + Fe2+(aq) Ag(s) + Fe3+(aq)

    Initial: 0.200 0.100 0.300 mol/L

    Change: +x

    Equilibrium

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    1. Complete the calculation and determine the equilibrium concentrations in thesystem Ag+(aq) +Fe2+(aq) Ag(s) +Fe3+(aq) shown on the previous slide.

    2. Calculate the exact equilibrium compositions that result if 0.0100 atm H2, 0.0050atm I2 and 0.500 atm HI are initially combined in sealed flask. The system comesto equilibrium by the reaction

    H2(g) +I2(g) 2HI(g) for which K =1.00 x 102

    (Hint: pV =nRT, so you can use change in pressure h=the same way as changein concentration to determinex.)

    3. Calculate the approximate equilibrium compositions for the reaction

    2NOCl(g) 2NO(g) +Cl2 (g)

    For which Kc =1.6 x 10-5, given the initial condition of 1.0 mole of NOCl placed

    in 2.0L flask.

    Homework Questions

    You should now be able to Calculate the equilibrium composition for a chemical reaction from

    appropriate equilibrium constant and initial composition data.

    Recognise and use the small Kapproximation for more complex and other

    appropriate equilibrium composition problems.

    Next Lecture

    Chemical Equilibrium, Catalysis and Mineral Extraction

    Summary