在高度自动化的实验室中改进质量控制策略:多阶段统计设计和风险管理的集成经验。

IF 1.8
María Costa-Pallaruelo, Álvaro García-Osuna, Marina Canyelles, Cecília Martínez-Bru, Nicoleta Nan, Rosa Ferrer-Perez, Francisco Blanco-Vaca, Leonor Guiñón
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引用次数: 0

摘要

简介:ISO 15189:2022标准考虑了质量控制计划(QCP)设计中分析方法的稳健性和错误结果的风险。Westgard等人的nomogram建议基于样本量的质量控制(QC)规则,以确保不可靠患者结果的最大预期数保持在1以下。本研究旨在跨多个分析仪实施标准化的、基于风险的QC策略,而无需集成板上QC,以确保实际的质量保证。材料与方法:选取Alinity c体系的32个生化参数和Cobas Pro体系的3个生化参数。每个分析仪上的每个参数的分析性能使用西格玛度量进行评估。考虑工作负载需求来确定所需的运行大小。基于Westgard等人提出的“sigma metric statistical QC run size nomogram”,针对每个参数设计了多级括号式QC cp。当有多个设计可用时,最简单的QC规则被优先考虑。结果:35个参数初步建立了7个qcp。在没有自动化的情况下,实现了基于sigma度量的实际调整。此外,为了简化管理,优先考虑每个分析仪包含最多参数的QCP,这最终导致只采用两个通用QCP。仅需要4个个性化的QCP来覆盖10个sigma值较低的参数。结论:该方法证明了在高度自动化的实验室中对sigma≥4的参数实施精细QC策略的可行性,确保了对高风险测试的一致质量保证和有效的资源分配。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Refining quality control strategies in highly automated laboratories: experience in the integration of multistage statistical designs and risk management.

Refining quality control strategies in highly automated laboratories: experience in the integration of multistage statistical designs and risk management.

Refining quality control strategies in highly automated laboratories: experience in the integration of multistage statistical designs and risk management.

Introduction: The ISO 15189:2022 standard considers both the robustness of analytical methods and the risk of erroneous results in the quality control plan (QCP) design. Westgard et al.'s nomogram recommends quality control (QC) rules based on sample run size to ensure that the maximum expected number of unreliable patient results remains below one. This study aimed to implement a standardized, risk-based QC strategy across multiple analyzers without integrated on board QC, ensuring practical quality assurance.

Material and methods: Thirty-two biochemistry parameters on Alinity c systems and three on Cobas Pro systems were included. The analytical performance of each parameter on each analyzer was assessed using sigma metric. Workload requirements were considered to determine the desired run size. Based on the "sigma metric statistical QC run size nomogram" proposed by Westgard et al., a multistage bracketed QCP was designed for each parameter. When multiple designs were available, the simplest QC rule was prioritized.

Results: Seven QCPs were initially established for 35 parameters. In the absence of automation, practical adaptations based on sigma metrics were implemented. Additionally, to streamline management, the QCP covering the greatest number of parameters per analyzer was prioritized, which ultimately resulted in the adoption of only two general QCP. Only 4 individualized QCP were required to cover 10 parameters with lower sigma values.

Conclusions: This approach demonstrates the feasibility of implementing a refined QC strategy for parameters with sigma ≥ 4 in a highly automated laboratory, ensuring consistent quality assurance and efficient resource allocation for higher-risk tests.

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