Electrochemical cells + period 3 Flashcards
identify which species can be used to reduce VO2- ions to VO2+
reagent: Fe2+
justification: EƟ VO2+(/ VO2+) > EƟ Fe3+(/Fe2+) > EƟ VO2+(/V3+)
ionisation energy across period 3
Atomic radius across period 3 remains similar as shielding is similar. However nuclear charge increases slightly as proton number increases so stronger electrostatic force of attraction.
Across period 3 there is an overall increase in ionisation energy from sodium to argon. However Al has smaller ionisation energy as it enters a subshell higher in energy. Distance between nucleus and outer electron shell increases. There is also spin paired repulsion in sulfur = unstable so requires less energy to overcome.
melting point across period 3
From Na to Al melting point increases. Increase in attraction between delocalised electrons and positive lattice = increase in metallic bonding.
Silicon has the highest melting point because it is giant covalent structure
P to Ar = simple van der waal forces
Sulfur = different shape = higher melting point
reaction of sodium and magnesium in water
-Sodium has a very exothermic reaction with cold water producing hydrogen and a colourless solution of sodium hydroxide.
-Magnesium has a very slight reaction with cold water, but burns in steam.
period 3 oxides
Na2O
MgO
Al2O3
SiO2
P4O10
SO2
SO3
Cl2O
electrical conductivity of period 3 elements
Electrical conductivity of period 3 elements –> None of these oxides has any free or mobile electrons. That means that none of them will conduct electricity when they are solid.
The ionic oxides can, however, undergo electrolysis when they are molten. They can conduct electricity because of the movement of the ions towards the electrodes and the discharge of the ions when they get there.
sodium + oxygen
Sodium + oxygen –> 4Na + O2 –> 2Na2O (oxidation state of Na = +1)
magnesium + oxygen
Magnesium + oxygen –> 2Mg + O2 –> 2MgO (oxidation state of Mg = +2)
aluminium + oxygen
4Al + 3O2 –> 2Al2O3 (Al = +3 oxidation state)
silicon + oxygen
Si + O2 –> SiO2 (Si = +4 oxidation state)
phosphorus + oxygen
P4 + 5O2 –> P4O10 (P = +5 oxidation state)
sulfur + oxygen
S + O2 –> SO2 (+4 oxidation state)4 oxidation state_
sodium + water
Sodium + water –> 2Na + 2H2O –> 2NaOH + H2
Na2O
-dissolves and reacts to form a solution
-basic oxide
-pH 14
MgO
-ionic
-slightly soluble
-less soluble than Na2O due to higher lattice enthalpy
Al2O3
SO2
insoluble
high lattic energy (Al)
strong covalent bonds (SO2)
chlorine + water
Cl2(g) + H2O(l) ⇌ HCl(aq) + HClO(aq)
Chlorine + water = dissolves in water to give green solution
amphoteric
Amphoteric –> (of a compound, especially a metal oxide or hydroxide) able to react both as a base and as an acid
H3PO4
H3PO4 = tetrahedral shape (double bond for first oxygen) and ionic is –3 charge
element X
Element X forms an oxide that has a low melting point and dissolves to form an acidic solution
-Type of bonding = covalent
-Element X = Phosphorous
-Equation for P with water = P4O10 + 6H2O –> 4H3PO4
element Y
Element Y reacts vigorously with water and dissolves in water to form a solution with pH 14
-bonding = ionic
-element = sodium
-2Na + 2H2O –> 2Na+ + 2OH- + H2
-Na2O + 2HCl –> 2NaCl + H2O
element Z
Element Z forms an amphoteric oxide that has a high boiling point:
-bonding = ionic
-element = Al2O3
-amphoteric = reacts to acids and bases
burning of period 3 elements
-sodium burns with a yellow flame to produce a white solid
-Mg, Al, Si and P burn with a white flame to give white solid smoke.
- S burns with a blue flame to form an acidic choking gas.
summary of equations period 3
4 Na (s) + O2 (g)
2 Na2O (s) 2Mg (s) + O2 (g)
2MgO (s) 4Al (s) + 3O2 (g)
2Al2O3 (s) Si (s) + O2 (g)
SiO2 (s) 4P (s) + 5O2 (g)
P4O10 (s) S (s) + O2 (g)
metal vs non-metal oxides
Metal ionic oxides tend to react with water to form hydroxides which are alkaline (exothermic)
Non-metal simple covalent molecules react with water to give acids
electrochemical cells
-cells are used to measure electrode potentials by reference to the standard hydrogen electrode
-standard electrode potentials refers to the conditions of 298K, 100kpa, and 1.00moldm-3 solution of ions
position of EQ
-if a rod metal is dipped into a solution of its own ion an equilibium is set up e.g Zn (s) –> Zn2+ + 2e-
-the position of equilibrium determines the electrical potential between the metal strip and the solution of the metal
calculating electrode potential
-We cannot directly measure electrode potential. We can instead connect together two different electrodes and measure the potential difference with a voltmeter
Calculate electrode potential:
-EmF = E(right) - E(left) –> more positive electrode is represented on the right
e.g Li+ (aq) + e- –> Li (s) = -3.05volts
2H+ (aq) + 2e- –> H2 (g) = 0.00 volts
steps to drawing electrochemical cells
Start from salt bridge ||
Determine sides of electrode
(-) electrode on the left, (+) electrode on the right
Write highest oxidation state species next to the salt bridge
Draw phase boundary | between species of different phase
flow of electrons
Electrons flow from negative electrode to the most positive electrode
Anti-clockwise rule to predict the direction of the reaction = Oxidation (negative electrode) goes on the top
Reduction (positive electrode) goes at the bottom
Draw anti clockwise arrow from right side of negative electrode
positive vs negative
More positive electrode = reduction (forwards reaction)
More negative electrode = oxidation (backwards reaction)
voltage
When connected together the zinc half-cell has more of a tendency to oxidise to the Zn2+ ion and release electrons than the copper half-cell. (Zn –> Zn2+ + 2e-) More electrons will therefore build up on the zinc electrode than the copper electrode. A potential difference is created between the two electrodes. The zinc strip is the negative terminal and the copper strip is the positive terminal. This potential difference is measured with a high resistance voltmeter, and is given the symbol E. The E for the above cell is E= +1.1V.