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首页> 外文期刊>Hydrometallurgy >Analysis of reaction kinetics, speciation and mechanism of gold leaching and thiosulfate oxidation by ammoniacal copper(ll) solutions
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Analysis of reaction kinetics, speciation and mechanism of gold leaching and thiosulfate oxidation by ammoniacal copper(ll) solutions

机译:氨铜溶液在金浸出和硫代硫酸盐氧化中的反应动力学,形态及机理分析

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Previous researchers have rationalized the thiosulfate oxidation by ammoniacal copper(II) on the basis of the rate equation -d[Cu(II)]/dt = k[Cu(II)][S_2O_3~(2-)]/[NH_3] for the decomposition of the reaction intermediate Cu(NH_3)_3(S_2O_3)~0, but no such detailed analysis has been made in the case of gold. This work revisits literature data to show that the oxidation of thiosulfate takes place via mixed complexes Cu(NH_3)_2(S_2O_3)_n~(-(2n-2)) (n = 1 or 2). The oxidation can be considered as a first-order decomposition of these complexes, with a rate constant k_(Cu(1)) = 4x10~(-4) s~(-1), to produce S_2O_7 which undergoes dimerization to S_4O~(2-). It can also be treated as a second-order decomposition of Cu(NH_3)_3(S_2O_3)~0 or Cu(NH_3)_2(S_2O_3)~0 with rate constants k_(Cu(2)) = 0.2 and 0.1 L mol~(-1) s~(-1), respectively, which produce S_4O_6~(2-) in one step. The literature data reported for gold dissolution in the copper(II)-ammonia-thiosulfate system show first-order dependence with respect to copper(II) and thiosulfate concentration, but it is relatively less affected by ammonia and hydroxide concentrations. At higher concentrations of copper(II) and thiosulfate, the rate becomes zero order with respect to these reagents. The leaching data obey a shrinking core model for both gold powder and carbonaceous or roasted ore with an apparent rate constant k_(sc) approx 10~(-5) S~(-1), but the k_(sc) also shows a first-order dependence with respect to the measured copper(II) concentration in solution. The copper(II) sepeciation analysis shows Cu(NH_3)_2(S_2O_3)_2~(2-) Cu(NH_3)_2(S_2O_3)~0 and Cu(NH_3)_3(S_2O_3)~0 as the predominant species in ammoniacal copper(II)-thiosulfate solutions. Thus, gold oxidation can be represented by a sequence of equations representing adsorption and redox reactions.
机译:以前的研究人员已根据速率方程-d [Cu(II)] / dt = k [Cu(II)] [S_2O_3〜(2-)] / [NH_3]合理化了硫代硫酸盐被氨铜(II)氧化的过程。对于反应中间体Cu(NH_3)_3(S_2O_3)〜0的分解,但是对于金没有进行这种详细的分析。这项工作回顾了文献数据,表明硫代硫酸盐的氧化是通过混合配合物Cu(NH_3)_2(S_2O_3)_n〜(-(2n-2))(n = 1或2)发生的。氧化可以被认为是这些配合物的一级分解,其速率常数为k_(Cu(1))= 4x10〜(-4)s〜(-1),从而生成S_2O_7,该二元化为S_4O〜( 2-)。也可以将其视为Cu(NH_3)_3(S_2O_3)〜0或Cu(NH_3)_2(S_2O_3)〜0的二阶分解,速率常数k_(Cu(2))= 0.2和0.1 L mol〜 (-1)s〜(-1)分别一步产生S_4O_6〜(2-)。关于金溶解在铜(II)-氨-硫代硫酸盐体系中的文献数据显示,相对于铜(II)和硫代硫酸盐浓度具有一阶依赖性,但氨和氢氧化物浓度的影响相对较小。在较高浓度的铜(II)和硫代硫酸盐下,相对于这些试剂,速率变为零级。浸出数据服从表观速率常数k_(sc)约10〜(-5)S〜(-1)的金粉和碳质或焙烧矿石的收缩岩心模型,但k_(sc)也显示出相对于溶液中测得的铜(II)浓度的阶数依赖性。铜(II)分离分析表明,Cu(NH_3)_2(S_2O_3)_2〜(2-)Cu(NH_3)_2(S_2O_3)〜0和Cu(NH_3)_3(S_2O_3)〜0是氨铜中的主要物种(II)-硫代硫酸盐溶液。因此,金的氧化可以由代表吸附和氧化还原反应的一系列方程表示。

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