R1.1Reactivity 1 — What drives chemical reactions?
Measuring enthalpy changes — IB Chemistry SL Revision Notes & Topical Questions
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Lesson summary
R1.1 Measuring enthalpy changes — IB CHEMISTRY SL notes: Distinguish heat from temperature, classify exothermic and endothermic reactions, interpret energy profiles, define standard enthalpy changes and use calorimetry.Temperature — a measure of the average kinetic energy of the …
- Comparison
- Intensive and extensive
- System and surroundings
- Open system
- Closed system
- Isolated system
Part 1 of 9Heat and temperature
Temperature
- Temperature a measure of the average kinetic energy of the particles, in K or °C.
Heat
- Heat energy transferred from a hotter to a colder body, and a measure of energy content that depends on the amount.
Comparison
- Comparison a beaker and a pipette drop of boiling water have the same temperature, but the beaker has far more heat content.
Intensive and extensive
- Intensive and extensive temperature is independent of the amount, whereas heat depends on it.
Interval
- Interval a change of 1 K equals a change of 1 °C.
Part 2 of 9Systems and conservation of energy
Systems and conservation of energy
System and surroundings
- System and surroundings the system is the reacting substances and the surroundings are everything else, such as the flask and air.
Open system
- Open system exchanges matter and energy with the surroundings, e.g. an uncovered beaker, and is the most common.
Closed system
- Closed system exchanges energy but not matter, e.g. a sealed flask.
Isolated system
- Isolated system exchanges neither, which a calorimeter tries to approach.
Law of conservation of energy
- Law of conservation of energy energy cannot be created or destroyed, only transferred.
Part 3 of 9Exothermic and endothermic reactions
- Enthalpy change ΔH H(products) − H(reactants) at constant pressure, in kJ mol−1.
| Feature | Exothermic | Endothermic |
|---|---|---|
| Energy flow | Out of the system | Into the system |
| Surroundings | Temperature rises | Temperature falls |
| Sign of ΔH | Negative | Positive |
| Products | Lower in enthalpy, more stable | Higher in enthalpy, less stable |
| Origin | Bonds formed release more energy than bonds broken | Bonds broken need more energy than bonds formed |
| Examples | Combustion, neutralisation, respiration | Thermal decomposition of CaCO3, photosynthesis, dissolving NH4NO3 |
Part 4 of 9Energy profiles
1Diagram
- Diagram plots enthalpy against reaction progress for reactants, transition state and products.
2Transition state
- Transition state the highest-energy point, with bonds partly broken and partly formed;
- it is unstable, exists fleetingly and cannot be isolated.
3Activation energy Ea
Activation energy Ea the minimum energy colliding particles need for a successful collision, measured from the reactants to the transition state.
4Enthalpy change
- Enthalpy change measured between the reactant and product levels.
5Exothermic profile
- Exothermic profile products lie below the reactants, and Ea is generally lower.
6Endothermic profile
- Endothermic profile products lie above the reactants.
7Catalyst
- Catalyst lowers the hump but does not change ΔH.
8Kinetic stability
- Kinetic stability an exothermic reaction with high Ea may be too slow to observe, e.g. petrol and air need a spark.
Part 5 of 9Standard enthalpy changes
Standard conditions
- 100 kPa, solutions at 1 mol dm−3, substances in their standard states, usually quoted at 298 K.
Symbol
- ΔH⦵ shows standard conditions.
| Enthalpy change | Definition | Sign |
|---|---|---|
| Reaction, ΔHr | Reactants in the stoichiometric equation form products | Either |
| Formation, ΔHf | One mole of a compound formed from its elements | Either |
| Combustion, ΔHc | One mole of a substance burned completely in excess oxygen | Always negative |
| Neutralisation, ΔHneut | One mole of water formed from an acid and an alkali, about −57 kJ mol−1 for strong acid and base | Always negative |
- Scaling
- ΔH refers to the amounts in the equation as written, so doubling the equation doubles ΔH and reversing it changes the sign.
Part 6 of 9Calorimetry calculation
Heat transferred
Heat transferred q = mcΔT, with q in J, m in g, c in J g−1 K−1 and ΔT in K.
What the symbols mean: E, Q or q = energy transferred (J) · m = mass (kg; g in chemistry calorimetry) · c = specific heat capacity (J kg−1 °C−1; water 4.18 J g−1 °C−1) · ΔT or Δθ = temperature change (°C or K)
Water
- Water c = 4.18 J g−1 K−1 .
- (IB data booklet)
Enthalpy change per mole
ΔH = −q/n, with q converted from J to kJ by dividing by 1000.
What the symbols mean: ΔH = enthalpy change (kJ mol−1) · q = heat energy measured (J, divide by 1000 for kJ) · n = amount of the limiting reactant (mol); negative sign = exothermic
Sign
- ΔH is negative if the temperature rose.
Temperature units
- Temperature units no conversion is needed because ΔT in °C equals ΔT in K.
1
Measure the mass of water or solution.
2
Record the corrected temperature change.
3
Calculate q = mcΔT in joules.
4
Find the moles of the limiting reactant or fuel burned.
5
Calculate ΔH = −q/n in kJ mol−1.
6
Compare with the literature value and evaluate errors.
Part 7 of 9Calorimetry of reactions in solution
Calorimetry of reactions in solution
Design
- Design one reagent is in excess and the temperature change is measured over a few minutes in an insulated cup.
Assumptions
- Assumptions the solution has the specific heat capacity (4.18 J g−1 K−1) and density (1.00 g cm−3) of water, the cup absorbs negligible heat, the reaction is complete and heat losses are negligible.
Mass
- Mass m is the total solution mass.
Temperature correction graph
- Temperature correction graph take readings before mixing, add the second reactant,
- then extrapolate the cooling line back to the time of mixing to find the true ΔT.
Endothermic reactions
- Endothermic reactions the extrapolated line is the warming section.
- Assumption — the rate of cooling is constant.
Part 8 of 9Calorimetry of combustion
Method
- Method a spirit burner heats water in a copper can, and the mass of fuel burned is found from the mass loss.
Energy transfer
- Energy transfer not all heat reaches the water, as some is lost to the surroundings and some is absorbed by the calorimeter.
Errors
- Errors heat loss and incomplete combustion make the measured |ΔH| smaller than the literature value.
| Error | Effect on |ΔH| | Improvement |
|---|---|---|
| Heat loss to surroundings | Too small | Insulate, add a lid, shield from draughts, extrapolate |
| Incomplete combustion | Too small | Supply more oxygen |
| Heat absorbed by the calorimeter | Too small | Include its heat capacity |
| Evaporation of fuel or water | Uncertain mass | Cap the burner and weigh promptly |
- Random error
- arises from thermometer readings.
Part 9 of 9More from the specification
1Calorimetry heat equation (q
Calorimetry heat equation (q mc Delta T)
- Calculates thermal energy transferred in calorimetry experiments using mass (m), specific heat capacity (c), and maximum temperature change (Delta T).
2Enthalpy change definition (Delta H)
- The energy difference between the enthalpy of products and reactants under constant pressure conditions (Delta H = Hproducts - Hreactants).
3Sources of calorimetry experimental error
- Heat losses to the surrounding atmosphere and thermal absorption by the calorimeter container underestimate true enthalpy changes.
4Temperature extrapolation graphs
- Cooling curves plotted against time allow correction for thermal loss by extrapolating back to the theoretical maximum temperature.
Key terms
| Term | Meaning |
|---|---|
| Heat | Energy transferred between a system and surroundings because of a temperature difference. |
| Enthalpy change (ΔH) | The heat energy transferred at constant pressure during a reaction. |
| Exothermic | A reaction that releases heat; ΔH is negative. |
| Endothermic | A reaction that absorbs heat; ΔH is positive. |
| Activation energy | The minimum energy colliding particles need to react. |
| Specific heat capacity | The energy needed to raise the temperature of 1 g of a substance by 1 K. |
| Calorimetry | The measurement of heat changes from the temperature change of a known mass of water or solution. |
Avoid these mistakes
1
Using temperature as a measure of heat — temperature measures average kinetic energy, not energy content.
2
Showing Ea from reactants to products — it is from reactants to the transition state.
3
Writing a positive ΔH for an exothermic reaction — it is negative.
4
Forgetting to convert J to kJ — ΔH is quoted in kJ mol−1.
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