Use ionic charge and ionic radius
Lattice and hydration trends depend on ionic charge and ionic radius. For example, compare the radii of F− and I− when explaining their ionic enthalpy trends.
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Year 13 · AQA & OCR A
Practise lattice enthalpy, hydration enthalpy and enthalpy of solution with calculations, rearrangements and ionic-trend questions.
I’d draw one mole of solid, the gaseous ions and the aqueous ions before putting any values in. The direct solid-to-aqueous route is ΔHsol.
Lattice and hydration trends depend on ionic charge and ionic radius. For example, compare the radii of F− and I− when explaining their ionic enthalpy trends.
Larger ionic charges strengthen electrostatic attraction in a lattice and ion–dipole attraction during hydration. That usually makes the corresponding enthalpy more exothermic.
For ions with the same charge, a smaller ionic radius lets opposite charges approach more closely. Hydration also becomes more exothermic because water can interact more strongly with the concentrated ionic charge.
One mole of MgCl2 gives one Mg2+ and two Cl− ions. The chloride hydration enthalpy therefore appears twice in the solution cycle.
Use the size of the discrepancy, then interpret it in the right direction. A Born–Haber value comes from experimental thermochemical data. A perfect ionic model assumes completely ionic bonding. Close agreement supports that model; a substantial discrepancy points to extra covalent character in the real bonding.