Energetics Flashcards
Definition: Enthalpy Change
Change in heat energy at constant pressure
The symbol for enthalpy change measured under standard conditions is ∆Hθ
Standard conditions:
100kPa Pressure
298K (25°C)
1.0 mol dm-3 concentration for all solutions
Endothermic reactions absorb energy from the surroundings
Temperature of surroundings decreases
Endothermic reactions:
Products are higher in energy than Reactants
∆H is positive +
Exothermic reactions release energy to the surroundings
Temperature of surroundings increases
Exothermic reactions:
Products lower in energy than reactants
∆H is negative -
BENMEX
Breaking bonds is endo, making bonds is exo
Enthalpy change = Total energy to break bonds - total energy released forming bonds
Reactants - Products
Definition: Activation Energy
Minimum needed energy to start a reaction
Definition: Mean bond enthalpy
Energy required to break one mole of a covalent bond into gaseous atoms averaged over a range of different compounds
Mean bond enthalpies are averaged over a range of compounds, because the exact amount of energy required to break a covalent bond depends upon the molecule that bond is in. For example, the energy required to break a C—H bond in methane (CH4) is different to the energy required to break a a C—H bond in methanol (CH3OH)
Mean bond enthalpies are always endothermic processes and, therefore, have a positive sign. This is because energy is required to break bonds. The more positive the bond enthalpy the larger the amount of energy needed to break the bond and so the stronger the bond
Examples of mean bond enthalpies:
CH4(g) → CH3(g) + H(g)
H2(g) → 2H(g)
CO2(g) → CO(g) + O(g)
HCl(g) → H(g) + Cl(g)
The standard enthalpy of formation Δf Hθ is:
· The enthalpy change when one mole of substance is formed
· from its constituent elements under standard conditions
· with all reactants and products being in their standard states.
Examples of standard enthalpy formation:
H2(g) + ½O2(g) → H2O(l)
N2(g) + 2H2(g) + 3/2O2(g) → NH4NO3(s)
Question: Why does the following reaction NOT show the standard enthalpy of formation of ammonia?
N2 + 3H2 → 2NH3
ΔHθ = −92 kJ mol−1
Answer: This reaction produces TWO moles of ammonia
The standard enthalpy of formation of all elements in their standard states is zero
Question: State why the enthalpy of formation of Na(s) is zero
Answer: Na is an element
Question: State why the enthalpy of formation of liquid Na is not zero
Answer: Liquid is not the standard state of Na
Definition: Standard enthalpy of combustion
· The enthalpy change when one mole of a substance
· is completely burnt in excess oxygen
· under standard conditions and all reactants and products being in their standard states
Combustion involves burning a substance in oxygen. This is almost always exothermic, so standard enthalpies of combustion almost always have negative values
Examples of standard enthalpy of combustion:
CH4(g) + 2O2(g) → CO2(g) + 2H2O(g)
C2H5OH(l) + 3O2(g) → 2CO2(g) + 3H2O(l)
Substances that cannot be combusted like water, carbon dioxide and most other oxides, have zero enthalpy of combustion
Question: Why may the enthalpy of combustion of a compound be difficult to measure?
Answer: Incomplete combustion may occur
Enthalpy of Reaction (ΔrH):
Any reaction that doesn’t match one of the above definitions is referred to as an enthalpy of reaction
There are some types of enthalpy change that are very difficult to measure experimentally.
This could be due to:
· Reaction may have a very high activation energy
· Reaction rate may be too slow
· Possibility of competing reactions
Definition: Hess Law
Hess’ Law states that the enthalpy change for a chemical reaction is the same, regardless of whatever route is taken from reactants to products.
In Hess cycles, if a route goes in the opposite direction to an arrow, you must change the sign of the enthalpy change for the arrow
Question: Give one reason why the bond enthalpy that you calculated above is different from the mean bond enthalpy quoted in a data book
Answer: The data book value is averaged over a range of different compounds
Hess Cycles: Bond Enthalpy
The reaction arrows always point towards central product
A → B
↓ ↓
C
Hess Cycles: Formation Enthalpy:
The reaction arrows point out from the central product as both A and B are formed from the elements at C
A → B
↑ ↑
C
Hess Cycles: Combustion Enthalpy
The reaction arrows always point towards central product which is always H2O and CO2
A → B
↓ ↓
H2O + CO2
Equation: ∆H for bond enthalpy
Σ bond energies broken - Σ bond energies made
Equation: ∆H for formation enthalpy
Σ∆fH products - Σ∆fH reactants
Equation: ∆H for combustion enthalpy
Σ∆cH reactants - Σ∆cH products
Calorimetry measures changes in temperature of the surroundings and can determine the enthalpy change of a reaction
Q = mc∆t
Q - heat energy lost or gained (J)
m - mass of water/solution (g)
c - specific heat capacity of water (4.18J g-¹ K-¹)
t - temperature change (K)
∆H = Q ÷ n
∆H - enthalpy change (kJ mol-1)
Q - energy taken in/released (kJ)
n - number of moles reacted/formed
Definition: Specific heat capacity
The energy required to raise 1g of substance by 1K without a change of state
Key Point for combustion reaction calculations:
-1g of water = 1cm3 of water
-temperature change is the same in both K and °C
-Q is calculated in J using Q = mcΔT
-Q must be in kJ when using ΔH = Q/m
-Sign of ΔH
If temperature of water increases it is exothermic so −ΔH
If temperature of water decreases it is endothermic so +ΔH
Key Point for 2 Solutions Calorimetry:
-Use the total water volume when calculating the mass of water
-Use concentration and volume of solutions to find moles
Key Point for Solid to a Solution calculations:
-Find moles of solution using concentration and volume (do not find moles of solid in excess)
-Use limiting moles in calculation
Assumption made in calorimetry:
The energy transferred to the water from the reacting chemicals (or vice versa for endothermic reactions) is equal to the energy released (or taken in) by the reaction.
Sources of error: Combustion calorimetry
-Heat loss to the surroundings
-Incomplete combustion of the fuel
-Heat energy transferred to the metal calorimeter
-Some fuel evaporates
Improvements to Minimise Sources of Error: Combustion calorimetry
· Add a lid – reduces heat loss
· Insulate sides of calorimeter – reduces heat loss
· Reduce distance between flame and beaker – reduces heat loss
· Put sleeve around flame to protect it from draughts
Sources of Error: Solution Calorimetry
-Heat loss to surroundings
Improvements to Minimise Sources of Error: Solution Calorimetry
· Add a lid – reduces heat loss
· Insulate calorimeter – reduces heat loss
Steps to Measure an Enthalpy Change Using a Cooling Curve
· Record the temperature for a suitable time (3 minutes) before adding reactants together
· To establish an accurate initial temperature
· Mix reactants then record temperature every minute until a trend is seen
· Plot a graph of temperature against time
· Extrapolate the cooling curve back to the point of addition
· To establish a theoretical temperature change accounting for heat loss