Chemical Kinetics (Introduction)
Study of rate of chemical reactions
Deals with:
Speed of reaction
Mechanism (steps involved)
Factors affecting rate:
Concentration
Temperature
Catalyst
Surface area
Rate Equation (Rate Law)
General form: Rate=k[A]^m[B]^n
k = rate constant
m, n = order w.r.t reactants
Determined experimentally
Not from balanced equation
Order of Reaction
Sum of powers in rate law: Order=m+n
Zero order → rate independent of concentration
First order → rate ∝ concentration
Second order → rate ∝ square
Integral Rate Equations
Zero Order: [A]=[A]₀−kt
First Order: ln[A]=ln[A]₀−kt
Second Order: 1/[A]=1/[A]₀+kt
Half-Life of Reaction (t₁/₂)
Zero Order: t₁/₂=[A]₀/2k
First Order: t₁/₂=0.693/k
Second Order: t₁/₂=1/k[A]₀
First order half-life is independent of concentration
Molecularity
Number of molecules involved in single elementary step
Always whole number (1, 2, 3)
Never zero or fractional
Unimolecular → 1 molecule
Bimolecular → 2 molecules
Termolecular → 3 molecules
Order → experimental
Molecularity → theoretical (mechanism-based)
Collision Theory
Reaction occurs when molecules collide effectively
Conditions:
Proper orientation
Sufficient energy (≥ activation energy)
Rate ∝ Number of effective collisions
Effect of Temperature
Increase in temperature → increase in rate
Arrhenius Equation: k=Ae−Ea/RT
Higher T → more molecules cross activation energy
Rate roughly doubles for every 10°C rise
Effect of Catalyst
Catalyst lowers activation energy
Increases rate
Does NOT change equilibrium
Does NOT get consumed
Provides alternative reaction pathway
Numericals (How to Solve)
Find rate constant (k) using rate law or integrated equations
Find order by comparing experiments: R1/R2=([A]1/[A]2)^m
Half-life problems: Direct formula substitution
Time-based concentration: Use integrated equations
Question


