工业废物和废物堆,抽样和分析

W. Rasemann
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Investigations carried out by different institutions and persons, or by the same personnel under varying conditions, will often have different results. The measuring technology and the measuring methods cannot be the only reasons for that. Nowadays, it is possible to accurately determine chemical components in any natural concentration, and there is no problem in distinguishing the size and shape of particles down to the nanometer scale. The problems are created because the wastes are mixtures of particles and lumps that vary in size and shape as well as in chemical composition and physical properties. A waste dump with a varied production history and dumping conditions, with chemical reactions or physical changes occurring after dumping, will be heterogeneous as a rule. Therefore, the evaluation of any dump of industrial waste materials is quite difficult. To ensure that the results of evaluation are comparable, certain regulations of investigation must be followed. 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引用次数: 1

摘要

倾倒残渣和废物(如炉渣、灰烬、灰尘和污泥)的工业场所是环境和经济结构的重要组成部分。产生、分配和储存的废物数量不断增加。废物可能含有污染和危害环境的有害成分,但它们也可能包含有价值的材料,这些材料是二次原材料的来源。要评估废物造成的环境风险或计算倾倒物料的经济效益,需要对废物成分有可靠的了解。废物管理经验经常表明,如果难以可靠地确定废物的成分,就会导致冲突和诉讼。由不同机构和人员,或由同一人员在不同条件下进行的调查,往往会产生不同的结果。测量技术和测量方法不可能是唯一的原因。如今,精确测定任何自然浓度的化学成分是可能的,而且在区分纳米尺度的粒子的大小和形状方面也没有问题。产生这些问题是因为废物是颗粒和块状的混合物,它们的大小和形状以及化学成分和物理性质各不相同。一个具有不同的生产历史和倾倒条件,倾倒后发生化学反应或物理变化的垃圾场,通常是异质的。因此,对任何一种工业废料堆积场的评价都是相当困难的。为了确保评价结果具有可比性,必须遵守某些调查条例。根据运送方式,垃圾被分为物料流(固定、移动或自由落体)、集装箱和车辆运送的堆和独立堆。由于从经济上讲,调查整个垃圾场是不合理的,因此必须从流、容器或堆中提取材料的子集(称为样本),以确定感兴趣的测量值。这样做得到的测量结果与真实的(但未知的)废物成分不同。如果严格按照规则进行调查,那么在调查的任何步骤中存在的差异(称为测量偏差或测量引起的偏差)都是随机的,不可避免的。这些测量偏差的标准偏差,即各自方差的平方根,表征了废物表征中必须接受的特定不确定度(称为测量不确定度、测量不确定度、测量不确定度或测量结果与真实值的平均偏差)。表征过程的总不确定度计算为从取样到仪器分析和随后的数据分析的不同调查步骤所引起的各自方差之和的平方根。废物特性鉴定的目的是通过尽可能可靠地取样,以规定的或最低的费用确定废物的组成。为了确保这一点,必须遵循一定的规则,控制计划取样,处理样品,如保存和分离和还原制备,实验室仪器测量,最后,测量结果的统计评价。然而,相当多的可避免的错误可以造成浪费表征系统伪造。这种误差(称为系统误差,测量引起的系统偏差)往往是由于取样不客观和对样品材料处理不当造成的。此外,使用不合适的统计方法评估可靠数据也可能产生错误的估计。因此,“错误”一词意味着不完美的、可避免的行动或可控的结果。目前的贡献解决了这个问题。首先,选取了一个工业垃圾场和一个汞污染场地为例,并应用了经过验证的采样规则。显示了为均匀颗粒状散装固体和均匀污染土壤开发的已知统计和地质统计方法对极不均匀的废物倾倒场和未均匀污染的工业场地的评价的适用性。在此基础上,运用颗粒混合物的数学建模和统计方法对工业废弃物处理所得回收产品的投入进行控制。具体抽样概念的核查和风险评估是所审议问题的基本部分。电子废料和从瓶子和罐子中回收的碎玻璃被选为例子。 关键词:污染场地;数据分析;电子废料;环境风险;错误;工业废料倾倒场;仪器测量;克里格;测量偏差;回收的碎玻璃;风险;风险评估;粒度分析;块;样本;抽样;样品预处理;样品制备;统计评估;测量不确定度(测量不确定度,测量不确定度;测量结果与真实值的平均偏差);方差分析;浪费;废物管理
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Industrial Wastes and Waste Dumps, Sampling and Analysis
Industrial sites where residuals and wastes, such as slags, ashes, dust, and sludges, have been dumped are essential parts of the environment and of the economic structure. The amount of waste produced, distributed, and deposited is constantly increasing. The wastes can contain hazardous components that pollute and endanger the environment, but they can also consist of valuable materials, which are a source of secondary raw materials. To assess the environmental risk caused by the waste or to calculate the economic benefit of dumped material, a reliable knowledge of the waste composition is required. Waste management experience has regularly shown that conflicts and lawsuits are the result if the composition of the waste materials is difficult to determine reliably. Investigations carried out by different institutions and persons, or by the same personnel under varying conditions, will often have different results. The measuring technology and the measuring methods cannot be the only reasons for that. Nowadays, it is possible to accurately determine chemical components in any natural concentration, and there is no problem in distinguishing the size and shape of particles down to the nanometer scale. The problems are created because the wastes are mixtures of particles and lumps that vary in size and shape as well as in chemical composition and physical properties. A waste dump with a varied production history and dumping conditions, with chemical reactions or physical changes occurring after dumping, will be heterogeneous as a rule. Therefore, the evaluation of any dump of industrial waste materials is quite difficult. To ensure that the results of evaluation are comparable, certain regulations of investigation must be followed. According to the delivery, the wastes are classified into material streams (stationary, moving, or free falling), heaps delivered within containers and vehicles, and free-standing heaps. As it is economically unjustifiable to investigate the entire waste dump, subsets of material (called samples) must be taken from the stream, the container, or the heap in order to determine the measurements of interest. In doing this, measuring results are obtained, which differ from the true (but unknown) waste composition. If the investigation is carried out strictly according to the rules, the differences that exist at any step of investigation (called measuring deviations or deviations caused by measurement) are random and unavoidable. The standard deviation of these measuring deviations, i.e. the square root of the respective variance, characterizes the specific uncertainty in waste characterization (called uncertainty of measurement, measuring uncertainty, measurement uncertainty, or mean deviation of the measured results from the true value) that must be accepted. The total uncertainty of a characterization procedure is calculated as the square root of the sum of the respective variances caused by the different steps of investigation from taking samples up to instrumental analysis and subsequent data analysis. The aim of waste characterization is to determine the waste composition by sampling as reliably as necessarily and at prescribed or minimal costs. To ensure this, certain rules have to be followed that control planning the sampling, handling of the samples such as preservation and preparation by splitting and reducing, instrumental measurement in the laboratory, and, finally, statistical evaluation of measuring results. Nevertheless, rather a lot of avoidable errors can be made that waste characterization systematically falsify. Such errors (called systematic errors, systematic deviations caused by measurement) are frequently caused by unobjective sampling and improper handling of the sample material. In addition, a false estimation can also be made by evaluating reliable data using unsuitable statistical methods. Thus, the term ‘error’ suggests an imperfect and avoidable action or a controllable result. The present contribution takes up this problem. First, an industrial waste dump and a mercury-contaminated site were chosen as examples, and proven sampling regulations were applied. The applicability of known statistical and geostatistical methods developed for homogeneous granular bulk solids and uniformly contaminated soils to the evaluation of extremely heterogeneous waste dumps and no uniformly contaminated industrial sites is shown. After that, mathematical modeling of granular mixtures and statistical methods were applied to control the input of recycling products obtained by processing of industrial wastes. Verification of specific sampling concepts and risk assessment were essential parts of the problems considered. Electronics scrap and recycled broken glass from bottles and pots were chosen as examples. Keywords: contaminated site; data analysis; electronics scrap; environmental risk; error; industrial waste dump; instrumental measurement; kriging; measuring deviation; recycled broken glass; risk; risk assessment; particle size analysis; piece; sample; sampling; sample pretreatment; sample preparation; statistical evaluation; uncertainty of measurement (measuring uncertainty, measurement uncertainty; mean deviation of the measuring results from the true value); variance analysis; waste; waste management
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