非平衡PbI2/PbF2沉淀体系的周期性和非周期性模式

M. Attieh, N. al-Kassem, R. Sultan
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引用次数: 5

摘要

沉淀系统显示出各种美丽的图案。特别令人感兴趣的是由一种以上的不溶性盐形成的图案。在先前的理论模型的指导下,我们在琼脂凝胶介质中使用PbI2和PbF2作为沉淀盐进行了两种沉淀图案的实验。在整个研究过程中,允许Pb2+的溶液扩散到两种卤化物的均匀溶液中,而不是相反。得到了两大类模式:周期性的,其中波段位置遵循严格的间距规律;非周期性的,其中波段占据不规则的空间位置。前一种模式是在较大的平均浓度差Δ[≡(ΔI + ΔF)/2,其中ΔI = [Pb2+]0−1/2[I−]0和ΔF]时得到的,而后一种模式是在相对较低的Δ值下形成的。周期模式表现出两种不同的行为。当ΔI = ΔF时,得到一种包含两种析出相的条带,严格服从间距规律。当ΔI≠ΔF时,存在两种不同间距规律的波段。对谱带的化学分析表明,在这两种情况下,后者都由PbI2和PbF -完全重叠组成(即没有交替),这与初始浓度(I−与F−)的比例一致。不同的观察结果支持成核后模式的机制。一些特殊的特征表明,粒子生长动力学在决定我们是否得到一种或两种波段(因此是一种或两种间距定律)方面的作用。
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Periodic and aperiodic patterns in non-equilibrium PbI2/PbF2 precipitate systems
Precipitate systems display a variety of beautiful patterns. Of particular interest are those patterns formed by more than one insoluble salt. Guided by a prior theoretical model, we present here experiments on two precipitate patterning using PbI2 and PbF2 as the precipitating salts, in agar gel medium. Throughout the study, a solution of Pb2+ is allowed to diffuse into a homogeneous solution of the two halides and not the reverse. Two major categories of patterns are obtained: periodic, in which the band locations follow a rigorous spacing law, and aperiodic, where the bands occupy erratic spatial positions. The former patterns are obtained at large values of the mean concentration difference Δ [≡(ΔI + ΔF)/2, where ΔI = [Pb2+]0 − 1/2[I−]0 and similarly for ΔF], while the latter are formed at relatively low values of Δ. The periodic patterns show two different types of behaviour. When ΔI = ΔF, one type of bands containing the two precipitates is obtained, obeying the spacing law rigorously. When ΔI ≠ ΔF, two types of bands are observed with two distinct spacing laws. A chemical analysis of the bands shows that in both cases, the latter consist of a complete overlap of PbI2 and PbF— (i.e. no alternation) consistent with the initial ratio of concentrations (of I− to F−). Different observations favour the mechanism of post-nucleation patterning. Some special features indicate the role of the kinetics of particle growth in deciding whether we obtain one or two types of bands (and hence one or two spacing laws).
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