π« TOPIC 13: Energetics II Flashcards
Enthalpy of atomisation
(Definition, endo/exo, examples)
Enthalpy change when one mole of gaseous atoms is formed from the element in its standard state under standard conditions
(Endothermic as bonds must be broken)
Eg/ Na(s) β> Na(g)
0.5Cl2(g) β> Cl(g)
Br2(l) β> 2Br(g)
First electron affinity
The enthalpy change that takes place when one electron is added to each atom in one mole of gaseous atoms to form one mole of gaseous 1- ions
(Opposite to ionisation energy)
(Exothermic because electron is attracted to nucleus)
Eg/ S(g) + e- β> S-(g)
O(g) + e- β> O-(g)
Is second electron affinity endothermic or exothermic, and why?
First electron affinity is exothermic because the electron is attracted to the nucleus, but the second electron affinity is endothermic because the electron is repelled by the 1- ion, which must be overcome
Lattice formation enthalpy (/lattice energy)
(Definition, endo/exo, example)
Energy change when 1 mole of an ionic solid lattice is formed from its constituent gaseous ions under standard conditions (provides a measure of ionic bond strength)
(Exothermic because energy is given out when ionic bonds are formed from gaseous ions)
Eg/ Na+(g) + F-(g) β> NaF(s)
Are 1st/2nd ionisation energies endothermic or exothermic and why?
Both endothermic as the electron lost has to overcome the attraction from the nucleus. 2nd ionisation energy is more endothermic than 1st as the +1 ion is smaller than the atom, so greater attraction from the nucleus, so more energy required to overcome the force
Enthalpy of hydration
(Definition, endo/exo, example)
The enthalpy change when 1 mole of a gaseous ion is completely dissolved in water under standard conditions to give 1 mole of aqueous ions and a solution of infinite dilution
(Exothermic - forming forces of attraction)
Eg/ Na+(g) β> Na+(aq)
Cl-(g) β> Cl-(aq) [Hydrate separately]
Enthalpy of solution
(Definition, endo/exo, example)
Enthalpy change when 1 mole of an ionic substance dissolves in excess water to give a solution of infinite dilution under standard conditions
(Endothermic / exothermic dependent on balance)
Eg/ NaCl(s) β> Na+(aq) + Cl-(aq)
[remember to balance equation for eg/ MgCl2]
Infinite dilution
So dilute (lots of water) so all substance is dissolved - if any more water is added it is so dilute that concentration will not change
Covalent character
Occurs in ionic bonds when the positive ion is highly charge dense and can polarise the anion causing electrons to be shared between the two ions rather than electrons being completely localised on the anion
What conditions make covalent character at its maximum?
- small cation with high charge (high charge density)
- large anion with high charge (more easily polarised)
[make sure if comparing two different compounds that you are COMPARING]
What conditions make lattice energy at its maximum?
The greater the charge density of both the cation and anion, the stronger the attraction to the anion, so the more exothermic it is
Experimental lattice energy
ie. The real lattice energy - calculated using Born-Haber cycle and other energy changes which are determined experimentally
Theoretical lattice energy
ie. In theory (not reality) - lattice energy obtained from electrostatic theory assuming charge on ion is evenly distributed ie. Doesnβt take covalent character into account
What is the difference (value wise) between experimental lattice energy and theoretical lattice energy? Why?
Experimental lattice energy is more exothermic (more negative) than theoretical lattice energy due to a degree of covalency and polarisation/ distortion of the anion which the theoretical lattice energy does not take into account
What does a significant difference between experimental and theoretical lattice energy suggest?
That there is considerable covalent character