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Rate equation for the degradation of nitrobenzene by 'Fenton-like' reagent

机译:类Fenton试剂降解硝基苯的速率方程

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摘要

This paper describes the effect of temperature and initial concentration of H_2O_2, Fe(II), PhNO_2 and dissolved oxygen on the degradation rate of PhNO_2 in homogeneous aqueous solution by 'Fenton-like' reagent ([H_2O_2]_o[Fe(II)]_o). The oxidation products o-, m- and p-nitrophenol were found as intermediates in the ratio 1:1.3-2.8:1.4-2.7 as compared with PhNO_2 when conversion of the latter was less than 25%. This fact suggests that hydroxylation of PhNO_2 was promoted by HO~· radicals. The reaction was investigated in a completely mixed-batch reactor under a wide range of experimental conditions: pH ~3.0; 278-318 K; 1.5<[H_2O_2]_o<26.5 mM; 0.04<[Fe(II)]_o<1.1 mM; 0.3<[PhNO_2]_o<2.5 mM; and 0<[O_2]_o<1.4 mM. The activation energy for the degradation of PhNO_2 was determined to be 59.7 kJ mol~(-1). The degradation rate of PhNO_2 follows pseudo-first-order kinetics. The results of this study demonstrate that the degradation rate of PhNO_2 in the 'Fenton-like' system could be predicted with sufficient precision by the equation R_D = 1.05 * 10~(11) exp(-59.7/RT)[H_2O_2]_o~(0.68)[Fe(II)_o~(1.67)[PhNO_2]_o~(-0.32). The second-order rate constant for the overall rate of H_2O_2 decomposition by Fe(III) was found to be 0.83 M~(-1) s~(-1) at 298 K. The value of the steady-state HO~· radical concentration in the 'Fenton-like' reaction was found to be ~10~(-13) M, as estimated by two independent methods.
机译:本文描述了温度和H_2O_2,Fe(II),PhNO_2和溶解氧的初始浓度对“ Fenton样”试剂([H_2O_2] _o [Fe(II )] _ o)。当PhNO_2的转化率小于25%时,与PhNO_2相比,邻位,间位和对硝基苯酚的氧化产物被发现是比率为1:1:3-2.8:1.4-2.7的中间体。这一事实表明,HO〜·自由基促进了PhNO_2的羟基化。反应是在完全混合批反应器中,在以下实验条件下进行的:pH〜3.0; 278-318 K; 1.5 <[H_2O_2] _o <26.5 mM; 0.04 <[Fe(II)] _ o <1.1 mM; 0.3 <[PhNO_2] _o <2.5 mM;和0 <[O_2] _o <1.4 mM。确定了降解PhNO_2的活化能为59.7 kJ mol〜(-1)。 PhNO_2的降解速率遵循拟一级动力学。这项研究的结果表明,可以通过方程R_D = 1.05 * 10〜(11)exp(-59.7 / RT)[H_2O_2] _o〜来精确预测“ Fenton样”系统中PhNO_2的降解速率。 (0.68)[Fe(II)_o〜(1.67)[PhNO_2] _o〜(-0.32)。 Fe(III)分解H_2O_2的总速率的二级速率常数在298 K下为0.83 M〜(-1)s〜(-1)。稳态HO〜·自由基的值通过两种独立的方法估计,“ Fenton样”反应中的浓度约为〜10〜(-13)M。

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