Dissolution of ionic compounds Flashcards
Dissolving ionic solids (2 processes)
- Breaking down of crystal lattice
2. Subsequent stabilization of ions by solvent molecule (Solvation)
Breaking down crystal lattice
- requires a lot of energy
- energy required to break up the crystal lattice: lattice dissociation enthalpy
- e.g. NaCl (s) –> Na+ (g) + Cl- (g)
- solute-solvent forces of attraction must be sufficient to overcome attractive forces that hold solid tgt (LE)
Solvation/stabilization of ions by solvent molecule
- solvent/water molecules w +ve ends point towards the anions, surround them [Cl- (g) –> Cl- (aq)]
- solvent/water molecules w -ve ends point towards cations, surround them [Na+(g) –> Na -(aq)]
- formation of ion-solvent interaction releases energy sufficient to overcome first endo process (lattice dissociation enthalpy)
- 2nd process is exo, counterbalances first process, allows for dissolving to take place
Enthalpy change of hydration
- energy evolved
- 1 mol of (g) ions surrounded by water molecules
- form an infinitely dilute soln
- under std conditions
Things to note for std enthalpy change of hyd
- always -ve (exo)
- magnitude proportional to ionic charge; inversely proportional to ionic radius
Relationship between mag of enthalpy change of hyd and ionic charge
- proportional
- larger ionic charge, attraction btwn water molecules and ion stronger
- enthalpy change of hyd larger
Relationship between mag of enthalpy change of hyd and ionic size/radius
- ionic radius smaller
- attraction between water molecule and ion stronger
- enthalpy change of hyd larger
Enthalpy change of solution
- enthalpy change when 1 mol of solute
- dissolved in a solvent
- form infinitely dilute soln
- under std conditons
- e.g. NaCl (s) + aq –> Na+ (aq) + Cl- (aq)
Solubility of salt/ionic compounds (Enthalpy change of soln)
- more exothermic std enthalpy change of soln, more soluble
- solubility depends on balance btwn hydration energy of ions and LE of compound
Std enthalpy change of soln equation
std enthalpy change of hyd + lattice enthalpy