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ENERGY INVOLVED IN
BONDING
FORMATION OF SODIUM CHLORIDE
Formation of NaCl
Na(s)
NaCl (s)
Na(g)
Na+
(g)
Cl-
(g)
Cl(g)
Cl2 (g)
Steps Involved
1. Elements (standard state) converted into gaseous atoms
2. Losing or gaining electrons to form cations and anions
3. Combining gaseous anions and cations to form a solid ionic
compound
4. Combining all the steps
Let’s consider:
LATTICE ENERGIES
lattice energy: energy required to break ionic bonds and
sublime (always positive).
Step 1: Convert from Solid to Gas
• The standard enthalpy change of atomisation is the ΔH required
to produce one mole of gaseous atoms (enthalpy of Sublimation -
from solid to gas)
Step 1: Convert from Solid to Gas
• The standard enthalpy change of atomisation is the ΔH required to produce
one mole of gaseous atoms (enthalpy of Sublimation - from solid to gas). NOTE:
for diatomic gaseous elements, ΔHo
at is equal to half the bond energy
(enthalpy)
Becoming cations
• Ionization energy
• Enthalpy change for one mole of a gaseous element or cation to lose
electrons to form a mole of positively charged gaseous ions
Step 2: Formation of gaseous ions
• Electron Affinity
• Enthalpy change when one mole of gaseous atoms or anions gains electrons
to form a mole of negatively charged gaseous ions.
• For most atoms = exothermic, but gaining a 2nd
electron is endothermic due
to the repulsion between the anion and the electron
Lattice Enthalpy
• Energy required to convert one mole of the solid compound into
gaseous ions.
• It is highly endothermic
• We cannot directly calculate ΔHo
lat , but values are obtained indirectly
through Hess’s law for the formation of the ionic compound
• We will use the reverse of this lattice energy equation to find the
lattice energy
Introduction to the Born – Haber cycle
EXAMPLES
Calculations
• Calculate the lattice energy of NaCl(s) using the
following: (kJmol-1
)
ΔHf° = Δ Hs°+ Δ HIE°+ Δ Ha°+ Δ Hea°- U
• Ionisation energy (first and second)
• Electron affinity (first and second)
• Dissociation energy
• Sublimation energy
• Enthalpy of formation
• Lattice energy
• Enthalphy of atomisation
• Calculate the enthalpy of formation of Magnesium Floride given the
following information
• Calculate the lattice energy of Sodium oxide given the following
information
• Heat of formation of Na2O = -414 kJ/mol
• Atomization energy of sodium = +107 kJ/mol
• Ionization energy of sodium = + 496 kJ/mol
• Atomization energy of oxygen = +498 kJ/mol
• 1st electron affinity for oxygen = -141 kJ/mol
• second electron affinity for oxygen = 844 kJ/mol

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3. ENERGY INVOLVED IN IONIC BONDING presentation.pdf

  • 3. Formation of NaCl Na(s) NaCl (s) Na(g) Na+ (g) Cl- (g) Cl(g) Cl2 (g)
  • 4. Steps Involved 1. Elements (standard state) converted into gaseous atoms 2. Losing or gaining electrons to form cations and anions 3. Combining gaseous anions and cations to form a solid ionic compound 4. Combining all the steps Let’s consider:
  • 5. LATTICE ENERGIES lattice energy: energy required to break ionic bonds and sublime (always positive).
  • 6. Step 1: Convert from Solid to Gas • The standard enthalpy change of atomisation is the ΔH required to produce one mole of gaseous atoms (enthalpy of Sublimation - from solid to gas)
  • 7. Step 1: Convert from Solid to Gas • The standard enthalpy change of atomisation is the ΔH required to produce one mole of gaseous atoms (enthalpy of Sublimation - from solid to gas). NOTE: for diatomic gaseous elements, ΔHo at is equal to half the bond energy (enthalpy)
  • 8. Becoming cations • Ionization energy • Enthalpy change for one mole of a gaseous element or cation to lose electrons to form a mole of positively charged gaseous ions
  • 9. Step 2: Formation of gaseous ions • Electron Affinity • Enthalpy change when one mole of gaseous atoms or anions gains electrons to form a mole of negatively charged gaseous ions. • For most atoms = exothermic, but gaining a 2nd electron is endothermic due to the repulsion between the anion and the electron
  • 10. Lattice Enthalpy • Energy required to convert one mole of the solid compound into gaseous ions. • It is highly endothermic • We cannot directly calculate ΔHo lat , but values are obtained indirectly through Hess’s law for the formation of the ionic compound • We will use the reverse of this lattice energy equation to find the lattice energy
  • 11. Introduction to the Born – Haber cycle
  • 13. Calculations • Calculate the lattice energy of NaCl(s) using the following: (kJmol-1 ) ΔHf° = Δ Hs°+ Δ HIE°+ Δ Ha°+ Δ Hea°- U
  • 14. • Ionisation energy (first and second) • Electron affinity (first and second) • Dissociation energy • Sublimation energy • Enthalpy of formation • Lattice energy • Enthalphy of atomisation
  • 15. • Calculate the enthalpy of formation of Magnesium Floride given the following information
  • 16.
  • 17.
  • 18. • Calculate the lattice energy of Sodium oxide given the following information • Heat of formation of Na2O = -414 kJ/mol • Atomization energy of sodium = +107 kJ/mol • Ionization energy of sodium = + 496 kJ/mol • Atomization energy of oxygen = +498 kJ/mol • 1st electron affinity for oxygen = -141 kJ/mol • second electron affinity for oxygen = 844 kJ/mol