A highly sensitive potentiometric flow injection analysis (FIA) for bromate has been previously proposed by utilizing the detection of a large transient potential change which appears during the reaction of bromate with a Fe(M)-Fe(I1) potential buffer containing bromide. The transient potential has been estimated to be due to bromine as an intermediate of the reaction (1).
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In this paper, in order to confirm the est imated reaction pathway and rate of the reaction (1), the overall reaction rate among bromate, bromide and iron(11) in sulfuric acid solution and reaction rates of each steps ( a ), (b ) and ( c ) were measured by stopped-flow spectrophotometry by following the bromine concentration. The absorbance change at 447 nm was used for the determination of bromine. The absorbance change on addition of bromate to the reagent solution of iron(10 and bromide, showed the formation and decay of bromine, which indicates the successive reactions involving bromine as an intermediate. The rate constants, kFl, 42 and kR for reactions ( a ), (b ) and ( c ), respectively, were determined separately by measuring the concentration change of bromine as function of time. As results, the rates of reactions ( a ), (b ) and ( c ) were expressed by Eq s. (2), (3) and (4), respectively. The rate constants, 141, kF2 and kR were found to be 3.18+0.23, 1.98±0.20 and 4.09±0.15/ / (mols), respectively, in 0.6 M sulfuric acid solution at 25°C. The concentration change of bromine in the overall reaction among bromate, bromide and iron(li)is expressed by Eq. (5), integrating and rearranging Eqs. (2), (3) and (4).
d[Br]dt =kFI [BrO3-] ⋅[Br-]=k, ⋅[Br03-] 2, )d[Br2]/dt. =kF2⋅[Br03-⋅] [Fe2+] = k2⋅[BrO3-] ( 3 )-d[Bra]dt =4, [Br2]⋅; [Fe2+] = k3⋅ [Br2] ( 4)[B ko r]= k 0[Br03]0 {e-k3t_⋅ e-kot}ko=_ (5)
The bromine concentration-time relation observed in above mixed solution was in good agreement with that calculated from Eq. (5) by using kFl, kF2 and kR obtained.
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