Rate equation for the reaction A + B → C: rate = k[A]m[B]n (m is the order of the reaction with respect to A, n is the order of reaction with respect to B)
Order of reaction: the power to which the concentration of a reactant is raised in the rate equation (could be 0, 1, or 2)
Rate constant: the constant (k) linking rate of reaction and the concentration of reactants, changes with temperature and use of a catalyst but remains the same if only concentrations of reactants are changed
Half-life: the time taken for the concentration of the reactants to halve
Rate-determining step: the stage with the slowest rate in a multi-step reaction
Intermediate: a substance formed between the reactants and the product during a chemical reaction
If a reaction is 0 order with respect to reactant P, the rate is unaffected by changing the concentration of P
If a reaction is first order with respect to reactant Q, doubling the concentration of Q will double the rate (rate ∝ [Q] or rate = k[Q])
The overall order of a reaction is equal to the sum of all the orders of the reactants
Concentration-Time Graphs: to determine the order of a reaction, observe the shape of the concentration-time graph and compare it to known graphs
Rate-Concentration Graphs: the order can be deduced using a rate-concentration graph by observing its shape
Initial Rate Experiments: orders of reaction can be determined using experimental data relating to initial rates
Half-life of First Order Reactions: the half-life of a first order reaction is constant
Reaction Mechanisms: describe the steps involved in making and breaking bonds during a reaction
When constructing a reaction mechanism, the powers in the rate equation indicate the number of molecules of each substance involved in the slowest step
Any intermediates generated in the slowest step must be reactants in another step as they are not present in the balanced overall equation
Example mechanism: Nitrogen dioxide and carbon monoxide react to form nitrogen monoxide and carbon dioxide
Rate equation for the reaction: rate = k[NO2]2
From the rate equation, the reaction is zero order with respect to CO(g) and second order with respect to NO2(g)
In the rate-determining step of the example mechanism, 2 molecules of NO2 are involved
Activation energy is the minimum amount of energy required for a reaction to occur
Boltzmann distribution for gases shows the relative energies of particles, with only particles above the activation energy being able to react when they collide
Increasing temperature leads to more collisions and a greater proportion of particles having energy above the activation energy, resulting in more frequent successful collisions and an increased reaction rate
As temperature increases, the rate constant increases, leading to an increase in the rate of reaction
A catalyst speeds up the rate of a reaction without being chemically changed at the end
In the Haber process, iron is used as a heterogeneous catalyst to produce ammonia from nitrogen and hydrogen
Catalytic converters use platinum, palladium, and rhodium as heterogeneous catalysts to convert carbon monoxide and nitrogen oxides from car exhausts into less harmful compounds
Sulfur dioxide is oxidized in the atmosphere to form sulfur trioxide, catalyzed by the homogeneous catalyst nitrogen dioxide
Iron ions can be used as a homogeneous catalyst for the reaction between I- and S2O82- ions