灵之舞 发表于 2016-4-29 09:33

GB50333-2013关于百级手术间沉降法细菌采样应该怎么布点?

请教各位老师:GB50333-2013关于百级手术间沉降法细菌采样应该怎么布点?之前我们的布点:百级手术间的中央区布5个点,周边区8个点,总共13个点。专家来院检查说是错误的,应该是21个点,仔细阅读了GB50333-2013,另不得其解,求指教!

liu1724 发表于 2016-4-29 09:50

最新的手术区13点,周边区8点,共21点。

生命奇迹 发表于 2016-4-29 09:56

是的,我们也是21各点

福水一粼 发表于 2016-4-29 10:08

百级手术间中央手术区是百级,周边是千级,根据层流的级别来套用GB50333就不难理解布点了

碧水蓝天123 发表于 2016-4-29 10:10

还应有个对照平皿,共22个点。

枝头一枝花 发表于 2016-4-29 10:28

我院也是这样布的:百级手术间的中央区布5个点,周边区8个点,总共13个点。我们也错了?

xjcrbyy李玉梅 发表于 2016-4-29 10:30

百级手术间沉降法细菌采样应该这样布点:百级手术间的中央区布5个点,周边区13个点,总共18个点。

灵之舞 发表于 2016-4-29 10:43

liu1724 发表于 2016-4-29 09:50
最新的手术区13点,周边区8点,共21点。

谢谢老师,很详细的布点图,有其它级别的布点图吗?可否一并发上来学习下!

暗暗123 发表于 2016-4-29 10:45

百级手术间要求至少13点

灵之舞 发表于 2016-4-29 10:45

xjcrbyy李玉梅 发表于 2016-4-29 10:30
百级手术间沉降法细菌采样应该这样布点:百级手术间的中央区布5个点,周边区13个点,总共18个点。

这个出自哪?第一次知道还有18点的说法!

liu1724 发表于 2016-4-29 14:14

灵之舞 发表于 2016-4-29 10:43
谢谢老师,很详细的布点图,有其它级别的布点图吗?可否一并发上来学习下!

SIFIC医院感染预防与控制临床实践指引(2013年)这本书上有。传两张书上拍的。

dyyymzl 发表于 2016-4-29 21:50

二楼老师的正确!就是再加一个样碟,共计22个培养皿。

茶韵幽香 发表于 2016-4-29 22:02

来源于5级区域沉降菌最小培养皿数13个点,因此中央区5级必须放13个点。周边可以按照每边亮点放置,就是8点。

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,其实应该仅仅是手术区这里是13个。

谷子 发表于 2016-5-1 00:03

中央区至少是13个点,周边区是8个点,先摆好位置再打开盖子。

灵之舞 发表于 2016-5-3 08:43

liu1724 发表于 2016-4-29 14:14
SIFIC医院感染预防与控制临床实践指引(2013年)这本书上有。传两张书上拍的。

谢谢老师的分享!正需要呢!

灵之舞 发表于 2016-5-3 08:49

谢谢各位老师认真的讲解,理解了,13点只是指百级中央区!有问题,找论坛,论坛是院感人的必备工具!

tjrmlzh 发表于 2016-5-12 08:32

谢谢老师分享,学习了。

飙飙飙 发表于 2016-5-16 14:44

学习学习 再学习         

刀郎木卡姆 发表于 2016-10-21 13:38

本帖最后由 刀郎木卡姆 于 2016-10-21 13:40 编辑

大家说的大部分是正确的,但有一部分是错误的。包括有的参考书上的也有错误。目前新版50333要求的是百级21点,千级10点,万级9点。如下图:
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查看完整版本: GB50333-2013关于百级手术间沉降法细菌采样应该怎么布点?