16603768745 发表于 2023-12-9 16:17:51

QCT_29106中描述的出厂检验与型式检验什么区别?

data:image/png;base64,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

kamire 发表于 2023-12-9 16:58:12

可以百度型式试验

imjohnson 发表于 2023-12-9 21:17:02

型式检验是对应可靠性试验计划的,出厂检验是对应控制计划的

zhan_paolo 发表于 2023-12-10 07:59:06

谢谢分享

kellyz 发表于 2023-12-10 07:59:20

谢谢分享

yan1e 发表于 2023-12-10 08:17:44

型式检验类似于定期确认检验或特殊情况下的型式检验

flyerchang 发表于 2023-12-10 09:16:18

型式试验主要是可靠性的输出能不能满足设计输入的要求

steven_sun1111 发表于 2023-12-10 09:47:20

:)

billye 发表于 2023-12-10 11:07:34

谢谢分享

叶太平 发表于 2023-12-10 11:19:00

谢谢分享
页: [1] 2
查看完整版本: QCT_29106中描述的出厂检验与型式检验什么区别?