5.1 Flashcards
Overall order
Sum of individual orders
Eg. 1st order + 2nd order = 3
Units of K (rate constant)
-3 -1
Mol Dm S
Concentration-time graphs: 0 order
Straight line slanted downwards
k=ln(2)/half life
Concentration-time graphs: 1st order
Normal curved line downwards
k=ln(2)/half life
Concentration-time graphs: 2nd order
Steep curved line downwards
k=ln(2)/half life
Half life
Help to find the order of a reaction. They are the difference between the 1st half life and 2nd
Finding rate constant from graphs using half life
k=ln(2)/half life
Rate-concentration graphs: 0 order
Flat straight line
k=rate/concentration (gradient)
Rate-concentration graphs: 1st order
Straight line slanted upwards
k=rate/concentration (gradient)
Rate-concentration graphs: 2nd order
Curved line upwards
k=rate/concentration (gradient)
Relationship between rate and time
Rate is inversely proportional to time
rate=k/t
Clock reaction
The time it takes for the colour to change. Then plot the graph 1/t.
Determining rate constant from a graph
If it’s first order, k=gradient
How does temperature affect the rate constant?
Increase in temperature increases the rate constant (k).This is because more molecules exceed the minimum activation energy so react.
Arrhenius equation
-Ea/RT
k=Ae
Used in graphs, with gradient=lnA and y-intercept=-Ea/R