Use the following data to calculate the lattice energy of calcium oxide. You must write
all thermochemical equations for the steps of the cycle. The enthalpy of formation of
calcium oxide (solid) = - 636 kj/mole The enthalpy of sublimation of calcium= + 192
kj/mole First ionization energy of Ca = + 590 kj/mole Second ionization energy of Ca=
+1145 kj/mole The enthalpy of dissociation of O2 (g) = + 494 kj/mole First electron
affinity of O (g) = - 141 kj/mole Second electron affinity of O (g) = + 845 kj/mole
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Answer:
Lattice energy of CaO is -3322 kJ/mol
Explanation:
Given:
ΔH = -636 kJ/mol
s = +192 kJ/mol
IE₁ = + 590 kJ/mol
IE₂ = +1145 kJ/mol
D = +494 kJ/mol
EA₁ = -141kJ/mol
EA₂ = +845 kJ/mol
To find:
Lattice energy, U = ?
Step-by-step solution:
We know,
ΔH = s + IE + 1/2D + EA + U
∴ U = ΔH - s - (IE₁ + IE₂) - 1/2D - (EA₁ + EA₂)
⇒ U = [- 636 - (590 + 1145) - 1/2(494) + (141 - 845)] kJ/mol
⇒ U = -3322 kJ/mol
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