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Understanding Reaction Mechanisms and Rate Laws
May 4, 2025
Reaction Mechanisms and Rate Laws
Introduction to Reaction Mechanisms
Reaction Mechanism
: A step-by-step pathway by which a particular reaction occurs.
Elementary Reactions
: Individual steps in a reaction mechanism.
Example of a Reaction Mechanism
Step 1
: ( A + B \rightarrow C + D )
Rate Law: ( \text{Rate} = k_1[A][B] )
Rate Constant
: ( k_1 )
Step 2
: ( D + E \rightarrow F + B )
Rate Law: ( \text{Rate} = k_2[D][E] )
Rate Constant
: ( k_2 )
Identifying Catalysts and Intermediates
Catalyst
: Consumed first, then produced later.
Intermediate
: Produced first, then consumed later.
Example:
Catalyst
: B (consumed first, then produced)
Intermediate
: D (produced first, then consumed)
Overall Reaction
Combine steps, cancelling intermediates and catalysts.
Example: Overall Reaction ( A + E \rightarrow C + F )
Molecularity of Elementary Reactions
Unimolecular Reaction
: Involves one molecule as reactant.
Example: ( A \rightarrow B )
Rate Law
: ( \text{Rate} = k[A] )
Bimolecular Reaction
: Involves two molecules.
Example: ( A + A \rightarrow B ) or ( A + B \rightarrow C )
Rate Law
: ( \text{Rate} = k[A]^2 ) or ( \text{Rate} = k[A][B] )
Termolecular Reaction
: Involves three molecules.
Rare due to statistical difficulty of three molecules colliding.
Example: ( A + B + C \rightarrow D )
Rate Law
: ( \text{Rate} = k[A][B][C] )
Determining Rate Law for Overall Reaction
Depends on the slowest step (rate-determining step).
Example Reaction: ( O_3 + NO_2 \rightarrow NO_3 + O_2 ) (slow)
Overall Reaction
: ( O_3 + 2NO_2 \rightarrow N_2O_5 + O_2 )
Rate Law
: ( \text{Rate} = k[O_3][NO_2] )
Example Problem Analysis
Steps
:
( 2H_2O_2 \rightarrow 2H_2O + O_2 )
Slow step (first step) determines rate.
Catalyst
: ( I^- ) (consumed then produced)
Intermediate
: ( IO^- ) (produced then consumed)
Overall Reaction
: ( 2H_2O_2 \rightarrow 2H_2O + O_2 )
Rate Law for Overall Reaction
: ( \text{Rate} = k[H_2O_2] )
Key Concepts
Catalyst Function
: Provides alternative pathway, lowers activation energy.
Elementary Reaction Orders
: Determined by stoichiometric coefficients.
Rate Laws
: Depend on slowest elementary step in mechanism.
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