江南水韵 发表于 2016-3-6 09:30

这里有充分讨论,你看看就明白了http://bbs.sific.com.cn/forum.php?mod=viewthread&tid=160421&highlight=GB%2B50333

江南水韵 发表于 2016-3-6 09:31

搜搜吧,非常多的有关内容http://bbs.sific.com.cn/search.php?mod=forum&searchid=26&orderby=lastpost&ascdesc=desc&searchsubmit=yes&kw=GB+50333

控制感染 发表于 2016-3-6 21:09


GB50333-2013手术室空气沉降法监测布点图

布点取:手术区取的是GB50333-2013中表13.3.18-2,
百级是13点
千级是4点
万级是3点

而周边区是取表13.3.11-2 的最大值(不含对照)
百级是8点
千级是6点
万级也是6点

总结(不含对照)
百级共21点=手术区13点+周边区8点
千级共10点=手术区4点+周边区6点
万级共9点=手术区3点+周边区6点

4.当用沉降法测定沉降菌浓度时,细菌浓度测点数应和被测区域含尘浓度测点数相同,也就是说首先用的是表 13.3.11-2 测点位置,同时应满足表13.3.18-2 规定的最少培养皿数的要求。
布点取最大值.png

控制感染 发表于 2016-3-6 21:12

本帖最后由 控制感染 于 2016-3-8 08:03 编辑

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
这是本论坛老师以前发的图片

沈艳梨 发表于 2016-3-7 09:28

重新学习一遍,谢谢老师的分享。

郭丽 发表于 2016-3-7 09:53

本帖最后由 郭丽 于 2016-3-7 09:55 编辑

控制感染 发表于 2016-3-6 21:09
GB50333-2013手术室空气沉降法监测布点图

布点取:手术区取的是GB50333-2013中表13.3.18-2,


老师,在手术区布点,皿是全部放在手术床上呢?还是只要在手术区内就可以?周边区布点,也要离墙1m么?

下面是我做的图,帮我看看图和描述有问题没有,谢谢!!

洋葱头 发表于 2016-3-7 09:54

谢谢老师的分享资料,下载收藏学习了

沈艳梨 发表于 2016-3-7 15:47

重新复习了,谢谢老师的分享。

控制感染 发表于 2016-3-8 09:30

GB 50333—2013《医院洁净手术部建筑技术规范》
13.3.18细菌浓度的检测应符合下列要求:
5.采样点可布置在地面上或不高于地面0.8m 的任意高度上。

控制感染 发表于 2016-3-8 10:02

Ⅰ级洁净手术室沉降法采样布点详解2015-07-08 赵静/胡国庆 SIFIC官微SIFIC官微

控制感染 发表于 2016-3-8 10:18

谢少清 SIFIC官微推送的

郭丽 发表于 2016-3-8 10:27

控制感染 发表于 2016-3-8 10:02
Ⅰ级洁净手术室沉降法采样布点详解2015-07-08 赵静/胡国庆 SIFIC官微SIFIC官微

放在治疗车上不是就高于0.8m了么

羲宝儿 发表于 2017-3-6 20:46

学习了,谢谢老师的分享,谢谢

457YGB 发表于 2017-3-31 15:32

感谢老师的分享,学习、学习、在学习。

honor 发表于 2017-4-10 15:54

学习了,受益颇多,感谢分享

1075453618 发表于 2017-4-10 16:08

没道理 发表于 2015-6-6 11:25
4.当用沉降法测定沉降菌浓度时,细菌浓度测点数应和被测区域含尘浓度测点数相同,也就是说首先用的是表 13. ...

老师:您好!请问30万级应该布几个点呢?谢谢!

没道理 发表于 2017-4-10 23:48

1075453618 发表于 2017-4-10 16:08
老师:您好!请问30万级应该布几个点呢?谢谢!

30万级布点大于3个点,可以对角线,也可以布东南西北中5个点,看房间的体积大小来布。

小草青青 发表于 2017-4-11 14:29

下载学习了,谢谢老师分享,谢谢!

1075453618 发表于 2017-4-11 16:17

本帖最后由 1075453618 于 2017-4-11 16:36 编辑

没道理 发表于 2017-4-10 23:48
30万级布点大于3个点,可以对角线,也可以布东南西北中5个点,看房间的体积大小来布。

谢谢老师的指导!明白了。还想请教一下:我们的ICU诊疗区共有6张床,平时采样我以每一个床单位人为的分成6个区域来进行采样,可以吗?也就是一个床单元我布3个点。谢谢!我每次可以任选2个区域来进行空气的监测吗?

没道理 发表于 2017-4-11 23:10

1075453618 发表于 2017-4-11 16:17
谢谢老师的指导!明白了。还想请教一下:我们的ICU诊疗区共有6张床,平时采样我以每一个床单位人为的分 ...

ICU是Ⅱ类环境,就按面积大于30平方米采五个点来监测,东南西北中就可以了,时间记住是放置15分钟。
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