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Bromamine Decomposition Kinetics in Aqueous Solutions

机译:水溶液中的溴胺分解动力学

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The objectives of this study are to investigate the kinetics of bromamine decomposition and to identify the corresponding relevant reactions. Experiments were performed with a stopped-flow spectrophotometer system. Experimental variables investigated included pH (6.5-9.5), bromamines concentration (0.15-0.50 mM), ammonia to bromine ratio (5-100), and phosphate and carbonate buffers concentration (5-40 mM). The experimental results were consistent with a reaction scheme that involved the reversible disproportionate of monobromamine into dibromamine and ammonia (2NH{sub}2 Br ((→←){top}(k{sub}1)){bottom}(k{sub}(-1))NHBr{sub}2 + NH{sub}3), followed by irreversible decomposition of monobromamine and dibromamine into products (2NHBr{sub}2→{top}(k{sub}2) products and NH{sub}2Br + NHBr{sub}2→{top}(k{sub}3 products). The monobromamine disproportionation reaction was found to undergo general acid catalysis, and the two subsequent decomposition reactions were found to experience base catalysis. Experimental results were analyzed for the determination of catalysis terms corresponding to H{sup}+, (NH{sub}4){sup}+, H{sub}2PO{sub}4, (HCO{sub}3){sup}-, and H{sub}2O for rate constants k{sub}1 and k{sub}(-1), (HPO{sub}4){sup}(2-) and H20 for k{sub}2 and OH{sup}-, (CO{sub}3){sup}(2-), and H{sub}2O for k{sub}3 These constants were fitted with the Bronsted relationship, and the resulting fitting expressions were used to calculate any relevant catalysis rate constants that could not be determined at the range of experimental conditions used.
机译:这项研究的目的是调查溴胺分解的动力学,并确定相应的相关反应。实验是用停止流式分光光度计系统进行的。研究的实验变量包括pH值(6.5-9.5),溴胺浓度(0.15-0.50 mM),氨与溴之比(5-100)以及磷酸盐和碳酸盐缓冲液浓度(5-40 mM)。实验结果与反应方案一致,该方案涉及单溴胺可逆歧化成二溴胺和氨水(2NH {sub} 2 Br((→←){top}(k {sub} 1)){底部}(k {sub }(-1))NHBr {sub} 2 + NH {sub} 3),然后单溴胺和二溴胺不可逆地分解成产物(2NHBr {sub} 2→{top}(k {sub} 2)产物和NH { sub} 2Br + NHBr {sub} 2→{top}(k {sub} 3个产物),发现单溴胺歧化反应经历了一般的酸催化作用,随后的两个分解反应经历了碱催化作用,实验结果是分析以确定与H {sup} +,(NH {sub} 4){sup} +,H {sub} 2PO {sub} 4,(HCO {sub} 3){sup}-和H {sub} 2O表示速率常数k {sub} 1和k {sub}(-1),(HPO {sub} 4){sup}(2-),H20表示k {sub} 2和OH {sup} -,(CO {sub} 3){sup}(2-)和H {sub} 2 for k {sub} 3这些常数符合布朗斯台德关系,并产生拟合表达式用于计算在实验条件范围内无法确定的任何相关催化速率常数。

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