Ramsey Charles A, Wagner Claas
J AOAC Int. 2015 Mar-Apr;98(2):265-8. doi: 10.5740/jaoacint.14-247.
The concept of Sample Quality Criteria (SQC) is the initial step in the scientific approach to representative sampling. It includes the establishment of sampling objectives, Decision Unit (DU), and confidence. Once fully defined, these criteria serve as input, in addition to material properties, to the Theory of Sampling for developing a representative sampling protocol. The first component of the SQC establishes these questions: What is the analyte(s) of concern? What is the concentration level of interest of the analyte(s)? How will inference(s) be made from the analytical data to the DU? The second component of the SQC establishes the DU, i.e., the scale at which decisions are to be made. On a large scale, a DU could be a ship or rail car; examples for small-scale DUs are individual beans, seeds, or kernels. A well-defined DU is critical because it defines the spatial and temporal boundaries of sample collection. SQC are not limited to a single DU; they can also include multiple DUs. The third SQC component, the confidence, establishes the desired probability that a correct inference (decision) can be made. The confidence level should typically correlate to the potential consequences of an incorrect decision (e.g., health or economic). The magnitude of combined errors in the sampling, sample processing and analytical protocols determines the likelihood of an incorrect decision. Thus, controlling error to a greater extent increases the probability of a correct decision. The required confidence level directly affects the sampling effort and QC measures.
样品质量标准(SQC)的概念是科学进行代表性采样方法的第一步。它包括确定采样目标、决策单元(DU)和置信度。一旦全面定义,这些标准除了材料特性外,还作为输入内容,用于抽样理论以制定代表性采样方案。SQC的第一个组成部分提出了这些问题:关注的分析物是什么?分析物感兴趣的浓度水平是多少?如何从分析数据推断到决策单元?SQC的第二个组成部分确定决策单元,即做出决策的规模。在大规模情况下,决策单元可以是一艘船或一辆铁路货车;小规模决策单元的例子是单个豆子、种子或谷粒。明确界定的决策单元至关重要,因为它定义了样本采集的空间和时间界限。SQC不限于单个决策单元;它们也可以包括多个决策单元。SQC的第三个组成部分,置信度,确定做出正确推断(决策)的期望概率。置信水平通常应与错误决策的潜在后果(如健康或经济方面)相关。采样、样品处理和分析方案中综合误差的大小决定了错误决策的可能性。因此,更大程度地控制误差会增加正确决策的概率。所需的置信水平直接影响采样工作量和质量控制措施。