5.1.5: The effect of temperature on rate constants Flashcards
What does rate of reaction depend on?
The rate constant and the concentrations of the reactants present in the rate equation.
-The larger the value of K, the faster the reaction.
Why does increasing temperature increase the rate of reaction?
- More energy to molecules
- Collisions more frequent
- More collisions exceed activation energy of the reaction
- Raising temp. speeds up the rate of most reactions by increasing the rate constant, k.
For many reactions, the rate approx. doubles for each 10 degrees increase in temperature. What does this reflect?
This reflects the greater number of reacting particles that exceed the activation energy.
Typically, what would doubling the rate have on the rate constant k?
Typically, doubling the rate would double k.
What is the Arrhenius equation used to describe, mathematically?
The exponential relationship between the rate constant and the temperature.
What is the Arrhenius equation?
k=Ae^-Ea/RT k=rate constant A=pre-exponential factor Ea=activation energy R=gas constant (8.314) T=temp. in kelvins (+273)
What needs to happen for particles to be able to react?
-Molecules have to collide with enough energy to overcome the activation energy.
What does the Arrhenius equation tell us?
- Temperature, T, and the rate constant, k, are related exponentially.
- As temperature increases the rate constant increases.
What effect does increasing adding a catalyst have on the value of k.
- Adding a catalyst provides an alternative reaction path with a lower activation energy, Ea.
- This increases the rate constant, k.
What is the Arrhenius equation after you take logs?
ln(k) = ln(A) - (Ea/R) x (1/T)
How do you create an Arrhenius plot?
- A given reaction is carried out at varying temperatures and the value of the rate constant is calculated for each temperature.
- A graph for k can be plotted against 1/T.
What can the Arrhenius plot be used to identify?
ln(k) = ln(A) - (Ea/R) x (1/T)
y = c m x
(intercept) (gradient)
-A: The intercept on the graph is equal to ln(A).
-The activation energy, Ea: the gradient is equal to (-Ea/R)