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Zero Order of Reaction:
Experiment 8 Chemical Kinetics: Zero Order of Reaction: Iodination of Acetone
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Theory: A reaction is said to be of zero order if its rate is entirely independent of the concentration of the reactants
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If the rate is independent of [A] ο -dC/dt = k
Theory: If the rate is independent of [A] ο -dC/dt = k k= πΆβ βπΆ π‘ ο t = πΆβ βπΆ π When t = π‘ ο C = Cβ 2 π‘ = Cβ β β Cβ k = Cβ βCβ k π‘ = Cβ 2k Where : Cβ: Initial Concentration K: Rate Constant of Zero Order (Unit: π΄ πΊ βπ ) π π π : Half life time
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Theory: C O CH3 H3C acetone CH2I + I2 + HI + H+ H+ Step (1)Β Β (CH3)2C=O + H+Β Β (CH3)2C=O+H Slow SLOW protonation of the aceton is the rate determining step. Step (2)Β Β (CH3)2C=O+H Β Β CH3C(OH)=CH2Β + H+ Fast Step (3)Β Β CH3C(OH)=CH2Β + I2 Β CH3COCH2I + HI Fast If aceton is taken in large excess, its concentration may be taken to be constant -d[Iβ]/dt = k ο d[Iβ]= k dt ο [Iβ]= - k t + [Iβ]β Where [Iβ]β : Initial concentration of Iβ
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10 mL I2 (0.1N) 10 mL acetone 10 mL H2SO4(0.1N) 70 mL H2O
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Na2S2O3 (0.004 N) Starch indicator Mixture of acetone, H2SO4, H2O and I2 10 mL of Mix. 5 mL NaHCO3
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decrease Results: t, min. Vt ml of NaβSβOβ [I2], N 3 6 9 12 15 18 21
24 27 30 N X V (NaSβOβ)= NΚΉ x VΚΉ(Iβ) [Iβ] = NΚΉ= N X V (NaSβOβ) VΚΉ [Iβ]=NΚΉ= X Vt (Burtte) ππ decrease
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[Iβ] = - k t + [Iβ]β y Slope X Intersept [Iβ]β [Iβ], N π, π¦π’π§.
Graph: Law of Zero Order of Reaction [Iβ] = - k t + [Iβ]β y Slope X Intersept [Iβ]β Intersept Slope = - k k= - πππππ = ? Unit of k: π΅ πππ. βπ Intercept= [Iβ]β= ?, N π π π = [Iβ]β 2k = ? πππ. [Iβ], N Slope π, π¦π’π§.
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