FINAL - Chapter 8 Kinetics I Flashcards
(11 cards)
What is the arrhenius equation? And the one for plot?
What does the A mean?
k = Ae^(-Ea/RT)
lnk = -Ea/R(1/T) + lnA
Frequency of collisions and the fraction of those collisions that result in a successful reaction
How to derive the eqatuion for Arrenhenius with two temperatures
K1 k = Ae^(-Ea/RT)
K2 = k = Ae^(-Ea/RT)
Divide both, eliminates A bring up positive exponent
k1/k2 = e^-Ea/RT1 + Ea/RT2
Factor out Ea/R and then you get inside (1/T2-1/T1)
Units for K
O order Ms^-1
1st order s^-1
2nd order M^-1S^-1
3rd order M^-2s^-1
What causes 0 order kinetics?
Appears where another factor such as saturation where increasing concentration has no effect. Product of conditions, so doesn’t actually exist. 1st and 2nd order can appear as 0 under certain conditions
Outline the collison theory
Arrhenuis
Only works in gaseous state
For a successful collision, molecules need to have correct orientation and kinetic energy greater or equal to the Ea of the reaction
The fraction of particles with this required Ea increases with temperature (maxwell-boltzmann curves)
Integrated Rate Laws
0 order
1 order
2 order
Try to practice deriving them
0 order
[A]t = -kt + [A]0
1st order
[A]t = [A]0e^(-kt)
ln[A]t = -kt + ln[A]0
2nd order
-1/[A] = -kt + 1/[A]0
Half Life Reactions
0 order
1st order
2nd order
To find the equation set [A]t = [A]0/2
0 order
[A]0/2k
1st order
ln2/k
(to derive remember it’s ln(1/2A) and to split it so ln(1/2) + ln(A)
2nd order
1/k[A]0
(get rid of minuses before deriving half life)
Outline transition state theory
More complicated than collision theory , (eyring)
chemical reactions require that molecule must have
sufficient energy to reach a transition state
structure
The rate of chemical reaction depends on
1) concentration of transition state species
2) rate at which this species breaks apart
3) whether it breaks apart to form product or to reform reactants
Limitations of collision theory (x3)
1) No collision in first theory so cannot explain this
2) A value can only be determined experimentally
3) Entropy is largely ignored (lumped into this A factor)
How do you experimentally determine activation energy?
Measure rate constant at different temperatures, plot lnk vs 1/T, slope = -Ea/R and isolate for Ea
Outline an Eyring plot
Measuring rate constant at different temperatures, plot lnk/T vs 1/T and slope is -−∆𝑯‡/R
Used to find activation enthalpy and entropy (with y intercept