Chapter 18- Rates of reactions Flashcards
Rate of reaction definition
change in concentration of a reactant or product per unit time/ how frequently successful collisions take place
Overall order definition
Sum of the individual orders
Rate constant definition (K)
constant that links the rate of reaction with the concentration of the reactants raised to the powers of their orders in the rate equation
Rate equation
A+B ->C is given by rate= k[A]^m [B]^n
Orders of reaction theory
concept that if there is more than one reactant in a reaction, one reactant can affect the rate of reaction more/less than the other
Zero order reactions
- if the order is 0 with the respect to reactant A, then rate is proportional to [A]^0
- the rate is unaffected by changing the concentration of A
(any number to the power of 0 is equal to 1)
First order reactions
- if the order is 1 with respect to a reactant B, then the rate is proportional to [B]^1
- the rate is directly proportional to the concentration
- if [B] increases by 2x, the rate also increases by 2x
Second order reactions
- if the order is 2 with respect to a reactant C, then the rate is proportional to [C]^2
- the change in rate will be equal to the change in (concentration)^2
- if [C] increases by 2x, the rate increases by 4x
Units of k
mol dm^-3 s^-1
Zero order reactions units
- rate= k[A]^0 =k
- k= rate/1
- units= mol dm^-3 s^-1
First order reactions units
- rate= k[A]
- k= rate/ [A]
- units= s^-1
Second order reaction units
- rate= k[A]^2
- k= rate/ [A]^2
- units= mol^-1 dm^-3 s^-1
Third order reaction units
- rate= k[A]^2 [B]
- k= rate/ [A]^2 [B]
- units= mol^-2 dm^6 s^-1
How do you find the rate of a reaction using a graph
- Plot concentration against time (after experiment where the concentration is measured in intervals)
- The gradient of the line represents the rate
- If the data produces a curve, a tangent is drawn against the curve
Zero order concentration-time graphs
- Produces a straight line graph
- Concentration decreases at a constant rate
- The half-life decreases with time