Initial-Rate Method (Edexcel International A Level Chemistry): Revision Note
Initial-Rate Method
The initial rates method determines the rate at the very start of the reaction when t = 0
The initial rate can be found by:
Drawing a concentration-time graph
Adding a tangent at t = 0
Calculating the gradient of the tangent
One example of measuring the initial rate could be the reaction of calcium carbonate with hydrochloric acid
The volume of carbon dioxide produced with different concentrations can be measured against time
The results are then plotted onto a graph
The tangent at t = 0 is then added
The gradient of the tangent can then be calculated to give the initial rate of the reaction
Worked Example
The concentration-time graph for the reaction of calcium carbonate with three different concentrations of hydrochloric acid is shown
Calculate the initial rate of reaction for the reaction of calcium carbonate with 2.0 mol dm-3 hydrochloric acid
Answer
Using the tangent drawn:
Gradient 1.10 mol dm-3 s-1
Therefore, the initial rate of reaction is 1.10 mol dm-3 s-1
Clock reactions
Clock reactions are a more convenient way of measuring the initial rate of reaction using a single measurement
The time taken, t, for a specific visual change in the reaction to occur is measured
These changes could be a colour change or formation of a precipitate
The major assumption that clock reactions depend on is:
That there is no significant change in the rate of reaction between the start of the reaction and the time when the measurement is taken
The initial rate is then proportional to
The iodine clock experiment is a common clock reaction
This is covered in more detail in Core Practical 9b: Investigating a Clock Reaction
Here is a set of typical results for the iodine clock reaction:
Specimen Results for the Iodine Clock Reaction Table
The initial rate is a relatively simple calculation
E.g. For a concentration of 0.01515 mol dm-3, the rate is = 0.025 s-1
A closer look at the results shows that as the concentration doubles, the rate also doubles
This can be linked back to the reaction being first order
There are limitations to the accuracy of the clock reaction
These are, again, based on the assumption that the rate of reaction is constant
As the reaction progresses, the concentration of the reactants decreases - typically on a curve
Therefore, when the time measured for the reaction to occur is short then there is a higher chance that the initial rate calculated will be closer to the true value
As the time taken for the reaction to occur, the value of the initial rate will become less accurate
The initial rate measured during a clock reaction is an estimate
Examiner Tips and Tricks
You can be expected to work with experimental data to deduce the order of reaction with respect to specific reactants
This is done in the same that has been previously discussed in 5.5.2 Rate Equations
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