精密计量学中的统计技术、应用和最佳实践

Adeniyi Kehinde Adeleke, Danny Jose Portillo Montero, Kehinde Andrew Olu-lawal, Oladiran Kayode Olajiga
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摘要

统计技术在精密计量学中发挥着举足轻重的作用,确保了各行各业的精确测量和可靠数据分析。本综述深入探讨了统计技术在精密计量学中的应用和最佳实践,强调了统计技术在提高测量精度、减少不确定性和优化生产流程方面的重要作用。在精密计量学中,统计方法被用来分析测量数据、评估测量不确定性,并就过程控制和质量保证做出明智的决策。统计技术的基本应用之一是实验设计,实验设计 (DOE) 等方法通过识别影响因素及其相互作用来帮助优化测量流程。此外,控制图等统计过程控制 (SPC) 技术也被广泛应用于监控测量过程并将其保持在规定范围内,从而确保计量操作的一致性和可靠性。这些技术能够及早发现偏差或异常,便于及时采取纠正措施,防止不合格产品的生产。此外,在不确定性评估中应用统计分析对于量化测量结果的可靠性至关重要。蒙特卡罗模拟和 GUM(测量不确定性表达指南)等技术提供了评估和表达测量不确定性的系统方法,考虑了各种误差来源及其对总体不确定性预算的贡献。除应用外,采用统计技术的最佳实践对于确保精密计量过程的有效性和效率也至关重要。这包括正确的数据收集、遵守统计假设、选择适当的统计模型以及谨慎解释结果。总之,本综述强调了统计技术在精密计量学中的重要性,强调了统计技术在提高测量精度、减少变异性和提高制造过程整体质量方面的作用。通过实施强大的统计方法并坚持最佳实践,企业可以在其计量操作中实现更高水平的精度、一致性和可靠性,最终提高产品质量和客户满意度。关键词统计学 精密计量学 最佳实践 应用 评论
本文章由计算机程序翻译,如有差异,请以英文原文为准。
STATISTICAL TECHNIQUES IN PRECISION METROLOGY, APPLICATIONS AND BEST PRACTICES
Statistical techniques play a pivotal role in precision metrology, ensuring accurate measurements and reliable data analysis in various industries. This review delves into the applications and best practices of statistical techniques in precision metrology, highlighting their significance in enhancing measurement accuracy, reducing uncertainties, and optimizing manufacturing processes. In precision metrology, statistical methods are employed to analyze measurement data, assess measurement uncertainty, and make informed decisions regarding process control and quality assurance. One of the fundamental applications of statistical techniques is in experimental design, where methodologies such as Design of Experiments (DOE) aid in optimizing measurement processes by identifying influential factors and their interactions. Moreover, statistical process control (SPC) techniques like control charts are widely utilized in monitoring and maintaining measurement processes within specified limits, thereby ensuring consistency and reliability in metrology operations. These techniques enable early detection of deviations or anomalies, facilitating timely corrective actions to prevent the production of non-conforming products. Furthermore, the application of statistical analysis in uncertainty evaluation is crucial for quantifying the reliability of measurement results. Techniques such as Monte Carlo simulation and GUM (Guide to the Expression of Uncertainty in Measurement) provide systematic approaches for assessing and expressing measurement uncertainty, considering various sources of error and their contributions to the overall uncertainty budget. In addition to applications, adopting best practices in statistical techniques is essential for ensuring the effectiveness and efficiency of precision metrology processes. This includes proper data collection, adherence to statistical assumptions, selection of appropriate statistical models, and interpretation of results with caution. Overall, this review underscores the importance of statistical techniques in precision metrology, emphasizing their role in improving measurement accuracy, reducing variability, and enhancing overall quality in manufacturing processes. By implementing robust statistical methodologies and adhering to best practices, organizations can achieve higher levels of precision, consistency, and reliability in their metrology operations, ultimately leading to improved product quality and customer satisfaction. Keywords: Statistics, Precision Metrology, Best Practices, Application, Review.
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