The effect of the concentration of a reactant on a reaction rate is called its order.The rate of reaction is proportional to concentration of a reactant raised to a power- e.g.:rate ∝ [A]ⁿThe power is the order of reaction for that reactant, which can be 0, 1, or 2.
When the concentration of a reactant has no effect on the rate, the reaction is zero order with respect to the reactant:rate ∝ [A]⁰In a zero order reaction:-any power raised to the power zero is 1-concentration doesn't influence rate
A reaction is first order with respect to a reactant when the rate depends on its concentration raised to the power of one:rate ∝ [A]¹In a 1st order reaction:-if conc of A is doubled, the reaction rate increases by a factor of 2¹ = 2
The overall order gives the overall effect of the concentrations of all reactants on the rate of reaction.For the rate equationrate = k[A]ᵐ[B]ⁿoverall order = m + n
What do rate concentration graphs look like for second order reactions?
- rate constant cannot be obtained directly from graph due to curve- plotting a second graph of rate against concentration squared results in a straight line through the origin, the gradient of which is equal to the rate constantk.
How can you use a clock reaction to find initial rate?
Provided there is no significant change in rate over time, it can be assumed that average rate of reaction over this time will be the same as initial rate.
Initial rate is then proportional to 1/t.
The reaction is repeated several times with diff. concentrations, and values of 1/t are calculated for each separate run.
As aqueous iodine is coloured orange brown, the time from the start of the reaction and the appearance of the iodine colour can be measured. Starch is usually added since it forms a complex with iodine, which is an intense blue-black colour.
-This method only works if you measure initial rate- once the reaction has progressed, you're no longer measuring rate for initial conc.
-This causes problems if you're using a reaction where you wait for a colour change/solution to go cloudy, as this may mean the reaction has gone too far
How can you use the rate equation and overall equation to determine the steps of a reaction?
[this will give you the answer in the 'accept' section of the markscheme, but it works!]1- Use the rate equation to find the reactants in step 1 (the slow step)2- Use those to find the first product of step 1, which should be the same as one of the overall products.3- Write in whatever's left over.4- For step 2 reactants, write in the product in step 1 that isn't in the overall equation, so it cancels out.5- Write in whatever's left over from the overall equation for the reactants and products of step 2.(this sounds complicated but trust me it makes sense when you actually do it)