6.1.2.1 风险分析 的实施证据
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请教:可以将产品PFMEA的报告作为这个条款的执行证据吗?谢谢
条款说的就是基于已发生的事实所进行的失效分析总结经验教训,更新FMEA当然算了 {:1_180:} FMEA是产品的风险分析,这个条款还需过程的风险分析 FMEA要建立“失效库”,这些是企业的积累的经验教训,通过经验总结,形成企业的知识,并管理应用。 {:1_180:}{:1_180:}{:1_180:} 组织应保留形成文件的信息,作为风险分析结果的证据。
分析结果应该有分析报告,流程图,PFMEA,CP,作业指导书,分件发放(旧版本回收)记录,培训记录,效果评价等。
这样应该就闭环了
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