Ch 10 Chem
Chapter Overview
Focus on Chemical Bonding II: Molecular Geometry and Hybridization of Atomic Orbitals.
Introduced by Jason Overby, Copyright © 2022 McGraw Hill LLC.
Valence Shell Electron Pair Repulsion (VSEPR) Model
The VSEPR model predicts the geometry of a molecule based on the electrostatic repulsions between electron pairs (bonding and nonbonding).
Key VSEPR Classes
Notation:
AB extit{n} where:
A = central atom
B = atoms bonded to central atom
n = number of bonded atoms or lone pairs.
Basic Classifications
AB2
Number of atoms bonded to central atom: 2
Number of lone pairs: 0
Arrangement of electron pairs: Linear
Molecular Geometry: Linear
Example: Beryllium Chloride (1l)
AB3
Number of atoms bonded to central atom: 3
Number of lone pairs: 0
Arrangement of electron pairs: Trigonal Planar
Molecular Geometry: Trigonal Planar
Example: Boron Trifluoride ()
AB4
Number of atoms bonded to central atom: 4
Number of lone pairs: 0
Arrangement of electron pairs: Tetrahedral
Molecular Geometry: Tetrahedral
Example: Methane ()
AB5
Number of atoms bonded to central atom: 5
Number of lone pairs: 0
Arrangement of electron pairs: Trigonal Bipyramidal
Molecular Geometry: Trigonal Bipyramidal
Example: Phosphorus Pentachloride ( )
AB6
Number of atoms bonded to central atom: 6
Number of lone pairs: 0
Arrangement of electron pairs: Octahedral
Molecular Geometry: Octahedral
Example: Sulfur Hexafluoride ()
Summary of VSEPR Table (10.1)
Shows electron-pair geometry and molecular geometry for varying configurations.
Tetrahedral Bond Angles
Bond Angles:
Regular tetrahedral: 109.5°
Lone pair vs. bonding pair repulsions lead to varying angles.
Molecules with lone pair adjustments:
NH3: 107° (Trigonal pyramidal)
H2O: 104.5° (Bent)
Advanced VSEPR Configurations
VSEPR Class 3 Electron Groups
AB3: Trigonal Planar - Trigonal Planar
AB2E: 2 Bonds, 1 Lone Pair - Bent
VSEPR Class 4 Electron Groups
AB4: Tetrahedral - Tetrahedral
AB3E: 3 Bonds, 1 Lone Pair - Trigonal Pyramidal
AB2E2: 2 Bonds, 2 Lone Pairs - Bent
VSEPR Class 5 Electron Groups
AB5: Trigonal Bipyramidal - Trigonal Bipyramidal
AB4E: 4 Bonds, 1 Lone Pair - Distorted Tetrahedron
AB3E2: 3 Bonds, 2 Lone Pairs - T-shaped
AB2E3: 2 Bonds, 3 Lone Pairs - Linear
VSEPR Class 6 Electron Groups
AB6: Octahedral - Octahedral
AB5E: 5 Bonds, 1 Lone Pair - Square Pyramidal
AB4E2: 4 Bonds, 2 Lone Pairs - Square Planar
Predicting Molecular Geometry
Draw Lewis Structure: Understand the arrangement of atoms.
Count Lone Pairs and Bonded Atoms: Essential for determining geometry.
Use VSEPR Theory at this stage for accurate predictions.
Example 10.1: Geometry Predictions
Molecules Analyzed:
(a) AsH3: Trigonal Pyramidal
(b) OF2: Bent
(c) C2H4: Trigonal planar (120°)
Molecule Shapes: Determined primarily by arrangement of bonded pairs versus lone pairs.
Dipole Moments and Polar Molecules
Definitions:
Dipole Moment (Q): Q is the charge multiplied by distance r between charges.
Polar molecules demonstrate electron density displacement, resulting in partial charges (+ and -).
Behavior of Polar Molecules
Polar molecules align their ends with an electric field, resulting in effects observed in microwave ovens and electric fields.
Summary of Results for Dipole Moments (Table 10.3)
Examples of dipole moments of specific molecules:
HF: Linear, Dipole Moment = 1.92 D
H2O: Bent, Dipole Moment = 1.87 D
Hybridization
Definition: Mixing of two or more atomic orbitals to form hybrid orbitals.
Hybrid orbital count equals the number of atomic orbitals mixed.
Types of Hybridization:
sp: Linear (e.g., BeCl2)
sp²: Trigonal planar (e.g., BF3)
sp³: Tetrahedral (e.g., CH4, NH3, H2O)
sp³d: Trigonal bipyramidal (e.g., PCl5)
sp³d²: Octahedral (e.g., SF6)
Important Hybrid Orbitals (Table 10.4)
Overview of hybrid orbitals and their shapes corresponding to electron groups.
Example 10.3: Determining Hybridization State
Strategy: Count the lone pairs and bonded atoms to find hybridization.
Examples include BeH2, AlI3, and PF3.
Example 10.5: Formaldehyde Bonding
Explains bonding processes and hybridization in accordance with Lewis structures.
Molecular Orbital Theory
Interactions create bonding or antibonding molecular orbitals.
Key Points:
Number of molecular orbitals = number of atomic orbitals combined.
Stable bonding orbitals lower energy, while antibonding raise energy.
Bond Order Calculation
Equation: bond order = $(Nb - Na) / 2$
$N_b$ = number of electrons in bonding orbitals
$N_a$ = number of electrons in antibonding orbitals.
Delocalized Molecular Orbitals
Not confined between two adjacent atoms; example includes benzene (C6H6).
Allows for greater stability through electron delocalization.
Key Examples and Applications
Chemistry in Action: Mesh of chemical theory and practical applications such as microwave ovens and material structures like Buckyballs.
Conclusion
The breadth of molecular geometry and hybridization principles underscore the fundamentals of chemical bonding. Each model offers insights essential for understanding molecular structure, reactivity, and physical properties. Understanding these concepts equips students to predict the behavior and shape of molecules effectively.