Chapter5 Bonding in Polyatomic Molecules

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    Polyatomic species: contains three or more atoms

    Three approaches to bonding in diatomicmolecules

    1.Lewis structures

    2.Valence bond theory

    3.Molecular orbital theory

    Chapter 5

    Bonding in polyatomic molecules

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    Orbital hybridization - sp

    Hybrid orbitals generated by mixingthe characters of atomic orbitals

    )(2

    122_ xpshybridsp

    +=

    )(2

    122_ xpshybridsp

    =

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    Orbital hybridization sp2

    xpshybridsp 22_2

    3

    2

    3

    1 +=

    yx ppshybridsp 222_22

    1

    6

    1

    3

    1 +=

    yx ppshybridsp 222_2

    2

    1

    6

    1

    3

    1 =

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    sp3 hybrid orbitals one s and threep atomic orbitals mix toform a set of four orbitals with different directional properties

    ( )zyx pppshybridsp 2222_3 2

    1 +++=

    ( )zyxpppshybridsp

    2222_3 2

    1 +=

    ( )zyx pppshybridsp 2222_3 2

    1 +=

    ( )zyxpppshybridsp

    2222_3 2

    1 =

    sp3d hybrid orbitals one s, threep, and one datomic orbitalsmix to form a set of five orbitals with different directional properties

    [Ni(CN)5]3-

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    Valence bond theory multiple bonding in polyatomic molecules

    Valence bond theory multiple bonding in polyatomic molecules

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    Valence bond theory multiple bonding in polyatomic molecules

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    Molecular orbital theory:

    l ig a n d g r o u p o r b i t a l approach in triatomic molecules

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    Molecular orbital theory: BF3

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    S3

    S3

    1

    2

    3

    S3

    3

    1

    2

    S3

    2

    3

    1

    1

    2

    3

    S3

    3

    1

    2

    2

    3

    1

    Consider the S3 operation (=C3h) on the pz orbitals in the F3 fragment.

    S3

    C32

    hC3

    Unique, S3

    Unique, S32

    The resulting wavefunction contributions from the S3 and S32

    operations are 3 and 2, respectively.

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    BF3 Resonance StructuresBF3 Resonance Structures

    The presence of the

    resonance

    contributions account

    for the partial double

    bond character in BF3

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    SF6

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    3

    1

    2

    4

    6

    5 Find number of unchanged radial 2p

    orbitals that are unchanged under each Ohsymmetry operation.

    C2 Note the C2 axis bisect the planescontaining 4 p orbitals. The C2 axiscontains no 2p orbitals.

    0

    S6

    0

    S4

    24022006

    dhiC2(C4

    2)

    C4C2C3E

    C2

    Use the reduction formula to find the resulting symmetries: a1g, t1u, eg

    Could derive the equations for the LGOs for the F6 fragment.

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    ( )65432116

    1)( +++++=ga

    ( )6111

    2

    1)( =ut

    ( )4221

    2

    1)( =ut

    ( )5331

    2

    1)( =ut

    ( )6543211 22

    12

    1)( +=ge

    ( )54322

    2

    1)( +=ge

    Three-center two-electron interactions

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