淳朴人生 发表于 2024-2-7 17:32

多重耐药菌检出率、感染率

各位老师:2023年版的医院感染监测标准,里面提到多耐药菌感染率、检出率,如果一个病人一个标本检出两种多耐药菌株,那么,我们应该怎么算检出率,比如:10例送检,查出8例感染多耐药菌,其中有1例是感染ESBL、CRE,这样应该如何算呢?

洛正小禾 发表于 2024-2-7 18:31

从院感监测系统(我院用的是杏林系统)上抓取的定义里面,检出率是包含了医院感染、定植、社区感染,院内重复、定植重复、社区重复,只要是检出了多重耐药菌,就算一个分子。就算是同一个病人,做了好几次培养,检出了好几个耐药菌,都算是检出率,不剔除重复菌株。

吴晓梅 发表于 2024-2-7 19:41

本帖最后由 吴晓梅 于 2024-2-7 21:23 编辑

2023《医院感染监测标准》
E.5.3 多重耐药菌检出率
某多重耐药菌检出率=指定时间段内该耐药菌检出数/同期该病原体检出菌株总数×100%
所以多重耐药菌是要分开统计的,您举的例子不是很恰当。
比如送检150例,其中阳性80例,剔除同一患者同一部位重复菌株,还剩70例::
70例阳性中金黄色葡萄球菌10株、鲍曼不动杆菌10株、大肠埃希菌21株、肺炎克雷伯菌20株、铜绿假单胞菌10株,其中1例检出金黄色葡萄球菌和大肠埃希菌。
金黄色葡萄球菌10株中耐甲氧西林金黄色葡萄球菌2株,那么MRSA的检出率=2/10=20%
大肠埃希菌21例中耐碳青霉烯大肠埃希菌1株,那么CREC的检出率=1/21=4.76%


现在ESBL检出率不需要统计,现在只统计耐碳青霉烯肺炎克雷伯菌(CRKP)、耐碳青霉烯大肠埃希菌(CREC))、耐碳青霉烯鲍曼不动杆菌(CRAB)、耐碳青霉烯铜绿假单胞菌(CRPA)、耐甲氧西林金黄色葡萄球菌(MRSA)、耐万古霉素肠球菌(VRE)检出率。

吴晓梅 发表于 2024-2-7 19:43

洛正小禾 发表于 2024-2-7 18:31
从院感监测系统(我院用的是杏林系统)上抓取的定义里面,检出率是包含了医院感染、定植、社区感染,院内重 ...

2023《医院感染监测标准》
附录 E(规范性)细菌耐药性监测
E.4 监测方法
监测微生物室分离的细菌和药物敏感试验结果需剔除同一患者同一部位重复菌株。由微生物室人员和/或感染管理专职人员监测。

高山雪莲W 发表于 2024-2-7 22:22

3楼吴老师解答的非常详细,如果使用院感系统,会有剔除同一患者同一部位重复菌株的功能,我们在统计时都要注意剔除。

王雪7 发表于 2024-2-7 22:29

谢谢老师分享,学习了

猫老大 发表于 2024-2-8 10:58

检出指的是某一具体菌株,跟你的送检人数无关,CRE的检出率是CRE例数/(CRE+普通肠球菌)*100%

淳朴人生 发表于 2024-2-18 09:07

吴晓梅 发表于 2024-2-7 19:41
2023《医院感染监测标准》
E.5.3 多重耐药菌检出率
某多重耐药菌检出率=指定时间段内该耐药菌检出数/同期该 ...

老师,按照这个解读,是不是分母也应该增加。{:1_17:}

吴晓梅 发表于 2024-2-18 09:48

淳朴人生 发表于 2024-2-18 09:07
老师,按照这个解读,是不是分母也应该增加。

不明白老师的意思?分母怎么增加?

洛正小禾 发表于 2024-2-18 10:51

吴晓梅 发表于 2024-2-7 19:43
2023《医院感染监测标准》
附录 E(规范性)细菌耐药性监测
E.4 监测方法


老师,13项指标和院感信息系统里面检出率的分母里面只排除污染的,重复的细菌是计算在内的。刚才查了一下,之前可能有类似的贴子。https://bbs.sific.com.cn/thread-221401-1-1.html

吴晓梅 发表于 2024-2-18 11:14

洛正小禾 发表于 2024-2-18 10:51
老师,13项指标和院感信息系统里面检出率的分母里面只排除污染的,重复的细菌是计算在内的。刚才查了一下 ...

要与时俱进!
以前是不去除重复的,现在2023版《医院感染监测标准》明确规定要剔除同一患者同一部位重复菌株,那就必须按照新的标准执行!
信息系统可以设置去重的。

洛正小禾 发表于 2024-2-18 11:18

吴晓梅 发表于 2024-2-18 11:14
要与时俱进!
以前是不去除重复的,现在2023版《医院感染监测标准》明确规定要剔除同一患者同一部位重复 ...

是的,吴老师说的很对, 需要与时俱进,我跟信息系统沟通一下, 看看能不能实现。

道济天下之溺 发表于 2024-2-19 10:52

NIHA指标集里面是要求不去除重复,但最新的WST312-2023医院感染监测标准是要求剔除的。

附录E细菌耐药性监测
E.4 监测方法 监测微生物室分离的细菌和药物敏感试验结果需剔除同一患者同一部位重复菌株。由微生物室人员和/或感染管理专职人员监测。

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

由于WST312-2023医院感染监测标准 更新一点。我还是觉得应该听这个的。还是要剔除。

冉冉冉 发表于 2024-3-29 10:31

学习了,谢谢大家

满意 发表于 2024-3-29 14:00

感谢老师的分享,学习了

小草_vnGTL 发表于 2024-4-18 09:05

检出率、感染率有目标值吗?
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查看完整版本: 多重耐药菌检出率、感染率