AP. Chemistry Chapter 9 Reading Notes

 

 

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You must relate the concepts of molecular shapes (Chapter 9), to the concepts of Lewis dot structures and electronic configurations.

Molecular Shape, Valence Bond Theory, and Valence Shell Electron Pair Repulsion Theory

 

These three theories are related and result in determining the shape of a molecule.  The shape of the molecule is a contributing factor to molecular polarity.  Molecular polarity determines many of the physical and chemical properties of the substance.  Read the chemistry of vision given on p. 372.  Biological enzymes are another application of molecular shape.

 

Valence Shell Electron Pair Repulsion Theory - VSEPR Theory- The basis is that bonding pairs of electrons and lone pairs of electrons in the valence shell repel each other.  The electron pairs align themselves around the central atom to minimize this repulsive force. This author describes electron pairs as electron domains. I will use the terms electron pair and electron domain interchangeably. A bonding pair of electrons, a lone pair of electrons, or the electrons in a multiple bond are counted as a single electron domain the VSEPR theory.

 

            Define and differentiate electron pair geometry and molecular shape.  Know the term ligand.  (A ligand is an atom or group of atoms bonded to the central atom.)  In the substance water the H atoms are the ligands. 

            Electron pair geometry deals with the alignment of the bonding and lone pairs of electrons around the central atom.  This in turn determines the positions of the ligands around the central atom.  If there are no lone pairs of electrons around the central atom there is no difference between the electron pair geometry and the molecular shape. 

 

Be able to predict the electron pair geometry and molecular shape of a compound. Drawing the Lewis Structure and counting the electron pairs around the central atom most easily accomplish this.  Remember when two or three pairs of electrons are shared in the process of creating a double or triple bond they count as a single group in the VSEPR theory. 

 

FIVE ELECTRON DOMAIN GEOMETRIES  OR FIVE ELECTRON PAIR GEOMETRIES

p. 349 Table 9.1 Brown/LeMay ÒChemistry The Central ScienceÓ

Notice the Molecular Shapes are derived from the electron domain geometry. The electron domain geometry and the molecular shape are different when there are lone pairs of electrons around the central atom. You need to memorize the names of all five electron domains and all the molecular geometries. Be able to visualize each shape in 3-D space.

Examples

Electron Pair Geometry Or Electron Domain Geometry

Molecular Shape

Bonding Pairs

Lone Pairs

BeI2

Linear

Linear

2

0

BH3

Trigonal Planar

Trigonal Planar

3

0

SO2

Trigonal Planar

Bent

2

1

CF4

Tetrahedral

Tetrahedral

4

0

NH3

Tetrahedral

Trigonal Pyramidal

3

1

H2O

Tetrahedral

Bent

2

2

PCl5

Trigonal Bipyramidal

Trigonal Bipyramidal

5

0

SF4

Trigonal Bipyramidal

Seesaw

4

1

ClF3

Trigonal Bipyramidal

T shaped

3

2

XeF2

Trigonal Bipyramidal

Linear

2

3

SF6

Octahedral

Octahedral

6

0

BrF5

Octahedral

Square Pyramidal

5

1

XeF4

Octahedral

Square Planar

4

2

 

More Applications of the VSEPR Theory

Valence Bond Theory Ð Pure atomic orbitals mix to form hybrid orbitals. The hybrid orbitals align to minimize electron-electron repulsion giving the electron domain geometries predicted by the VSEPR Theory.

 

Electron Domain Geometry

Linear

Trigonal Planar

Tetrahedral

Trigonal Bipyramidal

Octahedral

Type of Hybrid

sp

sp2

sp3

sp3d

sp3d2

 

 

Molecular Orbital Theory - related to the pure atomic orbitals of the atoms in a molecule combining to form molecular orbitals.

This theory tends to be a bit more complicated than the valence bond theory.  It is more general and explains many of the anomalies that do not align with the valence bond theory.  A case in point is the paramagnetism of elemental diatomic oxygen.  The valence bond theory predicts that oxygen should be diamagnetic yet experiments clearly show oxygen is paramagnetic.

 

Compare and contrast bonding versus antibonding orbitals. Study figures 9.34 , and 9.38 on pages 373 and 377.  These figures should give you a geometric frame of reference for the analysis of basic sigma s, sigma p, and pi p bonding and antibonding orbitals. 

 

You should be able to write the electronic configurations of diatomic homonuclear and heteronuclear elements of the first and second periods using bonding and antibonding molecular orbitals.  You should then be able to find the bond order based on these configurations.  You will be given the order of filling for the bonding and antibonding orbitals. Look at the orbital box diagram given at the bottom of p. 381.  

 

Magnetism - related to the electronic configuration of an element.

Substances with one or more unpaired electrons are affected by a magnetic field and are said to be paramagnetic. Paramagnetic substances are attracted to a magnetic field.  Substances in which all of the electrons are paired are not affected appreciably by a magnetic field, in fact they very slightly repelled by a magnetic field.

 

CHAPTER 8 & 9 SUMMARY

To check your understanding of the relationship between the Valence Bond Theory and the VSEPR Theory take each example in the left hand column, draw the Lewis Structure, and then predict the electron pair geometry, molecular shape, # of bonding pairs, # of lone pairs, type of hybrid orbital used by the central atom, and the resulting bond angle between the central atom and the ligands. Finally write the electronic configuration of the central atom using a spectroscopic notation and show how the pure atomic orbitals can be mixed to create the hybrid orbitals.

 

Example

Electron Pair Geometry

Molecular Shape

# Bonding Pairs of e-

# Lone Pairs of e-

Type of Hybrid Orbital

Bond Angle between ligands & central atom

BeCl2

Linear 

Linear

2

0

sp

180

SO3

Trigonal Planar

Trigonal Planar

3

0

sp2

120

CH4

Tetrahedral

Tetrahedral

4

0

sp3 

109.5

PH3

Tetrahedral

Pyramidal

3

1

sp3

<109.5

water

Tetrahedral

Bent

2

2

sp3

<109.5

PCl5

 

Trigonal Bipyramidal

Trigonal Bipyramidal

5

0

sp3d

120, 180

SCl4

 

Trigonal Bipyramidal

SeeSaw

4

1

sp3d

120,180

ICl3

 

Trigonal Bipyramidal

T-Shaped

3

2

sp3d

90,180

XeCl2

 

Trigonal Bipyramidal

Linear

2

3

sp3d

180

SCl6

 

Octahedral

Octahedral

6

0

sp3d2

90

ICl5

 

Octahedral

Square Pyramidal

5

1

sp3d2

90

XeCl4

 

Octahedral

Square Planar

4

2

sp3d2

90