刀郎木卡姆 发表于 2016-10-21 13:43
应该按照新版50333要求执行。百级21点,千级10点,万级9点,以上是都不含对照的数量。其他的方法都是不恰当的。麽麽 发表于 2021-7-15 10:32
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百级手术间手术区是5级洁净度,放13块平皿看懂了,但周边区是6级洁净度,按这个表上不是应该放4块?放8块是怎么理解出来的?按这个表我的理解是:百级手术区13块,周边区4块;千级手术区4块,周边区3块;万级手术区3块,周边区2块。望各位指指导,谢谢!麽麽 发表于 2021-7-15 10:36
茶韵幽香 发表于 2016-4-29 22:04主要来源于规范中的这里,其实在老版规范里也是这样提的,当时全国人民都理解错了,就以为百级总共放13个 ...
老师,手术区13点能明白,周边每边2点,共8点,这个表上是怎么看出来的呢?
aiaimmaxx 发表于 2022-3-6 00:00
论坛是院感人的必备工具!HI~艳 发表于 2023-8-1 09:38
感谢分享,下载学习了
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