How can rate of reaction be expressed
Change in concentration of a particular reactant or product per unit time (moldm^-3s^-1
Three techniques for measuring rate of reaction
mass loss (gradient goes down)
gas production (gradient up)
colorimetry
four factors of collision theory
collision frequency (number of collisions per unit time. changes with concentration, pressure, temperature, and surface area)
collision energy (not all collision are result in reaction, unsuccessful collisions occur when there is not enough energy to break the necessary bonds)
Activation energy (minimum amount of energy needed by colliding particles to react, can be changed by catalyst)
collision geometry (particles have to collide with the right orientation)
Factors affecting rate of reaction
concentration, pressure, surface area, temperature, catalyst
concentration effect
higher concentration, greater number of particles colliding in given volume, higher collision frequency, higher frequency of successful collisions, increased rate of reaction
pressure effect
higher pressure, decreased space between particles, higher collision frequency, higher frequency of successful collisions, increased rate of reaction
temperature effect
increased temperature, particles moving faster, higher collision frequency, higher frequency of successful collisions, increased rate of reaction
and
increased proportion of particles have activation energy or more, increased proportion of collisions are successful
surface area
increase surface area, more particles on surface of reactants, more able collisions, higher frequency of successful collisions, increased rate of reaction
catalyst effect
provides reactant with alternate reaction pathway which has a lower activation energy, so more successful collisions and increased rate of reaction
catalyst and environment
reduces environmental impact
reducing energy requirements
reduces waste product
increases selectivity of processes (promotes specific reactions, suppresses others)
homogenous vs heterogenous
homo: catalysts are in same phase as reactants (eg both liquids)
hetero: different phases
maxwell-boltzmann distribution curve
shows distribution of energies at a certain temperature
in a sample, some particles will have low, some high, and some in between energies.
most probable energy is highest peak
effect on curve of changing temperature
curve flattens and peak shifts to the right
proportion of successful collisions increases
higher proportion of particles with minimum activation energy
tips for drawing curve
peak o higher temperature is always lower and to the right
curves only cross ones
come from origin, never touch x axis
tail of curve with higher temperature is higher
effect of catalyst on curve
orders meaning
0 - concentration has no effect on rate of reaction
1 - concentration is directly proportional to rate of reaction
2- rate is directly proportional to square of concentration
overall order - sum of powers
concentration time zero order
concentration time first order
concentration time second order
rate concentration order zero
rate concentration order one
rate concentration order two
reaction mechanisms
each step is called elementary step
intermediates are products of elementary step
rate determining step is the slowest step
molecularity
unimolecular: 1 reactant
bimolecular: 2 reactants
termolecular: 3 reactants
Arrhenius equation
shows relationship between rate constant and activation energy
k = Ae^(-Ea/RT)
k = rate constant
A = arrhenius factor (takes into account frequency of collisions with correct orientation)
R = gas constant
T = temp in K
EA = jmol^-1
e = constant
Using arrhenius equation
take natural log of both sides
lnk = lnA - (Ea/RT)
Graphing arrhenius equation
Using graph of arrhenius equation
gradient. = Ea/R.
Intercept = LnA
y axis = lnK
x axis = 1T
A = e^yintercept