- First Ionization Energy (IE1)
- Energy required for 1 mol of gaseous atom to lose 1 mol of electrons.
- Affinity Electron (EA)
- Energy change that occurs when 1 mol of gaseous atom gains 1 mol of electrons.
- Lattice Energy
- Energy change when 1 mol of solid ionic compound formed from its gaseous ions
- Magnitude Lattice Energy
- Indicates the strength of ionic bonding
- The more negative lattice energy, the stronger ionic bonding
- It influences :
- Melting point
- Hardness
- Solubility
- Determining Lattice Energy
- Lattice energy cannot be measured directly.
- Can be calculated by Born-Haber cycle
- Born-Haber Cycle
- A series of chosen steps from elements to ionic compound for which all the enthalpies are known , except lattice energy.ΔHf = sum of ΔHo for multistep path
- Calculation Step
Example : LiF
Overall : Formation of LiF compoundLi(s) + ½ F2(g) LiF(s) ΔHo
overall = 617 kJΔHooverall = ΔHof
Step 1 :- atomization of lithium
Li(s) Li(g) ΔHf = 161 kJ
ΔH1o = ∆Hoatom or ∆Ho sublim
Step 2 :- atomization of fluorine
½ F2(g) F(g) ∆H2o = 79.5 kJ
∆H2o = ∆Ho atom
Step 3 :- ionization of lithium atom
Li(g) Li+(g) + e- ∆H3o = 520 kJ
∆H3o = IE1
Step 4 :- Electron affinity of F atom
F(g) + e- F- (g) ∆H4o = -328 kJ
∆H4o = EA
Step 5 :- Formation of LiF(s) from its gaseous ions
Li+(g) + F-(g) LiF(s) ∆H5o = ?
∆H5o = ∆Holattice of LiF
- Factors Affecting Lattice Energy
- From Coulomb's Law
ΔE α (n+Q+)(n-Q-)
---------------------------
d
∆H : electrostatic energy
n+ : number
of positive charge
of positive charge
n- : number of negative charge
Q+ : electrostatic charge (+)
Q- : electrostatic charge (-)
d : distance between the ions = r+ + r- (radius of ions)
- Ionic bond strength increase when
- Q, charge (Q) increase
- Size of atoms (d) decrease
- Hydration Process of Ionic Crystal in Water
- 2 main process
- Breaking lattice energy of ionic crystal
- Solvation (hydration)
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