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  • 8/19/2019 Chem 17 Concepts and Equations 1st LE Topics

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    C 17 C E

    1 E

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  • 8/19/2019 Chem 17 Concepts and Equations 1st LE Topics

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    •  

    = ∆

    = C∆

    = ∆H ×

    •  

    = ∆ (∆ =   )

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    •   1 : ∆ = +

     

    ( )

  • 8/19/2019 Chem 17 Concepts and Equations 1st LE Topics

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    ,

    •   : H =

      , ∆H, .

     ∆H = (   )

     F , , .

     ∆∆∆∆

    ∆H > 0

    ∆H < 0

    ∆H = 0

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    C E ∆

    ∑ ∆ () − ∑ ∆ ()

      ∆

    LR 

    speciesspeciesOHOHcalrxn

    n)cmcmT(CH 22 ++∆−=∆

    •   () )

    LR 

    speciesspeciescalrxn

    n)cmT(CH +∆−=∆

     

     

     

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     –   B !

     –   A 1 2 F 2  F23  .

    •   E , , , .•   ∆H , , , .

    •   I ∆H .

    (s)322(g)(s)OFe2O4FeO   →+

    1: ,

    2

    2:

     kJ/mole)8108H 2O4Fe4FeO2[-1]

    kJ/mole)454(2H )OFe2FeO2(22[-1]

    o

    2(g)(g)(s)

    o

    2(g)(g)(s)

    +=∆+→

    +=∆+→

    [ ] kJ1648H O2Fe3O4Fe2 o3(s)22(g)(s)   −=∆→+

    kJ/mole-568H OFe2O4FeO rxn(s)322(g)(s)   =∆→+

    [ ][ ] kJ1648H OFe2O3Fe42

    kJ454H FeO2OFe21o

    3(s)22(g)(s)

    o

    (g)2(g)(s)

    −=∆→+−=∆→+

    (s)322(g)(s)OFeOFeO   →+

    G :

    D ∆H  :

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    F ( )

    ∆H = ∑ BE − ∑ BE

    •  

    Relationship of ∆H and ∆U:

    For reactions with gases:

    ∆H= ∆U + (∆ngas)RTwhere ∆ = ( ) (

    )

    F :

    ∆H = ∆

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    ,

      ∆ > 0

    ∆ < 0

    2 :I

    ( )

    3 :

    , , 0

    o

    reactantsreactants

    o

     products products

    o

    rxn SnSnS ∑∑   −=∆

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    , ∆G > 0

    ∆G < 0

    ∆G = 0

    o

    reactantsf reactants

    o

     productsf  products

    o

    rxn GnGnG   ∆−∆=∆   ∑∑

    F E

    D E

    ∆G = ∆H ∆

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    ∆G = ∆H ∆∆∆∆∆   ∆∆∆∆   ∆∆∆∆

      +  

    + +

    + +

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    •   C

    ∆G = ∆H  ∆

    ∆G = ∑ ∆G (dc)  − ∑ ∆G (eaca) 

    ∆H = ∑ ∆H (dc)  − ∑ ∆H (eaca) 

    ∆ = ∑ S (dc) + ∑ ∆S (eaca)

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    A() + B() → C() + D()

    :

    [ ] [ ] [ ] [ ]tD

    d

    1

    t

    C

    c

    t

    B

     b

    1

    t

    A

    a

    1=Rate ∆

    ∆+=∆

    ∆+=∆

    ∆−=∆

    ∆−

    I   I

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    E

      (

    )

    A   = /

    A   = A  F A,

    F   1/

    A   = A2  2 A,

    2   1/

    A + B   = AB

    1 A, 1

    B, 2

    1/

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    D I F

    ( :

    + )

    A   =

    ( )

    A   = A

    1 A

    A   = A2 2

    A

    A + B

    = AB

    1

    A B, 2

    [ ] k t

    A=

    ∆∆−

    [ ]k[A]t

    A

    =∆

    [ ] 2k[A]

    t

    A=

    ∆−

    [ ] [ ]k[A][B]

    t

    B

    t

    A=

    ∆−=

    ∆−

    [ ] [ ] k t-AA 0=

    [ ] [ ]0Alnk tAln   +−=

    [ ] [ ]0A

    1k t

    A

    1+=

    2k 

    A][t 02

    1   =

    ln2

    t 21   =

    [ ]02

    1Ak 

    1t   =

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    F A

    1. .

    2. .

    3. .4. .

    :

      C

     

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    C

    •   . , :

    1. .

    2. C .3. C  

    .

      ,

    , .

     F , .◦     .

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    D

    A E

     Ae=k  RTE

    -a

    K ineTemperatur T

    K -mole

    Joule 8.314constantgasR 

    energyActivationEfactor frequencyA

    constantratek 

    a

    →→

     

     

     

     =

     

     

     

     −=

    12

    12a

    1

    2

    21

    a

    1

    2

    TT

    T-T

    E

    k lnor

    T

    1

    T

    1

    E

    k ln

    RTE-Aln=k ln a

    = +

    2 (2

    2 )

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    E  

    F ,  

     

     

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    G

    1. G :

    A + B → C + D

    1

    d[C]d 

      = 1

    d[D]d 

      = + A   B  

    1

    d[A]d 

      = 1

    d[B]d 

      = − A   B  

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    G

    2. G

    :

    A + B

    C + D

    1

    d[C]d 

      = 1

    d[D]d 

      =  A   B   + −      

    1

    d[A]

    d   =

    1

    d[B]

    d   = − A   B   +  

       

  • 8/19/2019 Chem 17 Concepts and Equations 1st LE Topics

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    :

    I ,

    I .

      = 0

    A + B

     eedae

    eedae

    P

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    •  

    d eedae

    d   = 0

    •  

     – I

    = / = /

     


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