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  • 7/27/2019 Lec14 Hybridization

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    LMALaput Chemistry 16 Lecture 14

    BONDING THEORIES (part 2)

    1. Valence Bond Theory

    2. Hybridization of Orbitals

    VALENCE BOND THEORY

    Covalent bonds are formed by the overlap of atomic

    orbitals.

    Atomic orbitals on the central atom can mix and

    exchange their character with other atoms in a

    molecule.

    Process is called hybridization.Hybrid Orbitals have the same shapes as predicted by

    VSEPR.

    The Central Themes of VB Theory

    Basic Principle

    A covalent bond forms when the orbitals of two atoms

    overlap and the overlap region, which is between the

    nuclei, is occupied by a pair of electrons.

    The two wave functions are in phase so the amplitude

    increases between the nuclei.

    Themes

    A set of overlapping orbitals has a maximum of twoelectrons that must have opposite spins.

    The greater the orbital overlap, the stronger (more stable)

    the bond.

    The valence atomic orbitals in a molecule are different

    from those in isolated atoms. There is a hybridization of

    atomic orbitals to form molecular orbitals.

    Hybrid Orbitals

    Key Points

    The number of hybrid orbitals obtained equalsthe number

    of atomic orbitals mixed.

    Thetypeof hybrid orbitals obtained varieswith the types of

    atomic orbitals mixed.

    Types of Hybrid Orbitals

    e- group EG

    Atomic Orbital Mixed

    from Valence Shell of

    Central Atom

    Hybrid-

    ization

    2 linear 1 s, 1p sp

    3 trigonal planar 1s, 2p sp2

    4 tetrahedral 1s,3p sp3

    5trigonal

    bipyramidal1s, 3p, 1d sp3d

    6 octahedral 1s, 3p, 2d sp3d2

    Linear Electronic Geometry:

    AB2Species (No Lone Pairs of Electrons on A)

    Some examples of molecules with this geometry are:

    BeCl2, BeBr2, BeI2, HgCl2, CdCl2

    All of these examples are linear, nonpolar molecules.

    Important exceptions occur when the two substituents

    are not the same!

    BeClBr or BeIBr will be linear and polar!

    Trigonal Planar Electronic Geometry:

    AB3Species(No Lone Pairs of Electrons on A)Some examples of molecules with this geometry are:

    BF3, BCl3

    All of these examples are trigonal planar, nonpolar

    molecules.

    Important exceptions occur when the three substituents

    are not the same!

    BF2Cl or BCI2Br will be trigonal planar and polar!

    Tetrahedral Electronic Geometry:

    AB4Species (No Lone Pairs of Electrons on A)

    Some examples of molecules with this geometry are:

    CH4, CF4, CCl4, SiH4, SiF4

    All of these examples are tetrahedral, nonpola

    molecules.Important exceptions occur when the four substituents

    are not the same!

    CF3Cl or CH2CI2will be tetrahedral and polar!

    Example of Molecules with More Than One Central Atom

    Alkanes are hydrocarbons with the general formula

    CnH2n+2.

    CH4 -methane

    C2H6 or (H3C-CH3) -ethane

    C3H8 or (H3C-CH2-CH3) -propane

    The C atoms are located at the center of a tetrahedron

    Each alkane is a chain of interlocking tetrahedral.

    Sufficient H atoms to form a total of four bonds for each

    C.

    Tetrahedral Electronic Geometry:

    AB3U Species (One Lone Pair of Electrons on A)

    Some examples of molecules with this geometry are:

    NH3, NF3, PH3, PCl3, AsH3

    These molecules are our first examples of central atoms

    with lone pairs of electrons.

    Thus, the electronic and molecular geometries are

    different.

    All three substituents are the same but molecule is polar.

    NH3and NF3 are trigonal pyramidal, polar molecules.

    Tetrahedral Electronic Geometry:

    AB2U2Species (Two Lone Pair of Electrons on A)

    Some examples of molecules with this geometry are:

    H2O, OF2, H2S

    These molecules are our first examples of central atoms

    with two lone pairs of electrons.

    Thus, the electronic and molecular geometries are

    different.

    Both substituents are the same but molecule is polar.

    Molecules are angular, bent, or V-shaped and polar.

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    LMALaput Chemistry 16 Lecture 14

    Trigonal Bipyramidal Electronic Geometry:

    AB5, AB4U, AB3U2, and AB2U3

    Some examples of molecules with this geometry are:

    PF5, AsF5, PCl5, etc.

    These molecules are examples of central atoms with five

    bonding pairs of electrons.

    The electronic and molecular geometries are the same.

    Molecules are trigonal bipyramidal and nonpolar when

    all five substituents are the same.

    If the five substituents are not the same polar molecules

    can result, AsF4Cl is an example.AB4U molecules have:

    1. trigonal bipyramid electronic geometry

    2. seesaw shaped molecular geometry

    3. and are polar

    One example of an AB4U molecule is SF4

    Hybridization of S atom is sp3d.

    AB3U2molecules have:

    1. trigonal bipyramid electronic geometry

    2. T-shaped molecular geometry

    3. and are polar

    One example of an AB3U2molecule is IF3

    Hybridization of I atom is sp3d.

    AB2U3molecules have:

    1. trigonal bipyramid electronic geometry2. linear molecular geometry

    3. and are nonpolar

    One example of an AB3U2molecule is XeF2

    Hybridization of Xe atom is sp3d.

    Octahedral Electronic Geometry:

    AB6, AB5U, and AB4U2

    Some examples of molecules with this geometry are:

    SF6, SeF6, SCl6, etc.

    These molecules are examples of central atoms with six

    bonding pairs of electrons.

    Molecules are octahedral and nonpolar when all six

    substituents are the same.

    If the six substituents are not the same polar moleculescan result, SF5Cl is an example.

    AB5U molecules have:

    1. octahedral electronic geometry

    2. Square pyramidal molecular geometry

    3. and are polar.

    One example of an AB5U molecule is IF5

    Hybridization of I atom is sp3d2.

    AB4U2molecules have:

    1. octahedral electronic geometry

    2. square planar molecular geometry

    3. and are nonpolar.

    One example of an AB4U2molecule is XeF4

    Hybridization of Xe atom is sp3d2.

    Composition and Orientation of Hybrid Orbitals

    LinearTrigonal

    Planar

    Tetra-

    hedral

    Trigonal

    Bipyra-

    midal

    Octa-

    hedra

    Atomic

    Orbitals

    mixed

    1s, 1p 1s, 2p 1s, 3p1s, 3p,

    1d1s, 3p, 2

    Hybrid

    orbitals

    formed

    2 sp 3 sp2 4 sp3 5 sp3d 6 sp3d

    Unhybridized orbitals

    remaining

    2 p 1 p None 4 d 3 d

    Orientation