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A Level Chemistry Unit 3
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Created by
Sophie Hankins
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Cards (24)
Order of
reaction
Explains how
different
species can have
more
of an effect on the reaction than others
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Orders of reaction
Range from
zero
to
second
order
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Zero
order
The
concentration
of this species has
no
impact on rate
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Zero
order reactions are shown graphically as a
horizontal
line
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First order
The
concentration
of the species and rate are
directly proportional
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Doubling the
concentration
of a first order reactant
doubles
the rate
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Second order
The rate is
proportional
to the
concentration squared
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Doubling the
concentration
of a second order reactant will increase the rate by
four
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General rate equation
Rate =
k[A]^m[B]^n
, where
m
and n are the orders of the reaction with respect to reactant A and reactant B
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If [A] is doubled but the rate stays the
same
, then the order with respect to A is
0
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If [A] is doubled and the rate also doubles, then the order with respect to A is
1
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If [A] is doubled and the rate changes to be four times faster, then the order with respect to A is
2
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Total order of reaction
The sum of the separate orders:
m
+
n
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Rate
constant
(k)
Constant when the reaction temperature is
constant
, can be found by
rearranging
the rate equation
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The rate constant has varying units depending on the number of
species
and their orders of
reaction
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Determining rate equations
Monitor the concentration of a
reaction
mixture over time, draw a
tangent
to the curve at t=0 to find the rate, repeat at varying concentrations to determine the order of reaction
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Initial rate experiments
Collect data on initial rates with varying concentrations of
reactants
, use this to determine the orders of
reaction
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The
rate equation
can be used to calculate the
rate constant
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Rate determining step
The
slowest
step of the reaction, which determines the
overall rate
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Zero order
reactants have no influence on the rate of a reaction so they cannot be included in the
rate-determining
step
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The powers in the rate equation indicate the number of
molecules
of each substance involved in the
slowest
step
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Any intermediates generated in the
slowest
step must be
reactants
in another step as they are not present in the balanced overall equation
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Arrhenius equation
Shows how the rate constant k and temperature are related
exponentially
:
k
= Ae^(-Ea/RT)
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On a graph of lnk against 1/T, the gradient is
negative
and constant and the y-intercept is
lnA
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