SO2 | - | 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) 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温度。 | - | 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) | -12 | 4 |
空气压力 | - | 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) | 1004 | 1041 |
湿度 | - | 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) | 32 | 100 |
风 | - | 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) | 0 | 8 |
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Air Quality Data source
气象数据
Amanda Elementary, Ohio目前的天气状况在測量(星期五)17:00
-°C
湿度: -%
空气压力:: -毫巴空气质量预报。
| 星期一 17日 | | | 星期二 18日 | | | |
| 0 | 3 | 6 | 9 | 12 | 15 | 18 | 21 | | | 0 | 3 | 6 | 9 | 12 | 15 | 18 | 21 | | | 0 | 3 | 6 |
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使用时区 -05:00 绘制的预测
最新预测更新: PM2.5 (PM2.5): 3 天前, PM10 (PM10): 4 天前, O3 (O3): 4 天前, UVI (UVI): 3 天前
Amanda Elementary, Ohio空气污染地图
最近的城市
- | Amanda Elementary, Ohio, USA 上星期五22:00 - 3 天前 |
- | Yankee Road, Ohio, USA 上星期五16:00 - 3 天前 |
13 | Lebanon, Ohio, USA 上星期六22:00 - 2 天前 |
18 | Sycamore, Ohio, USA 上星期六22:00 - 2 天前 |
14 | Dayton - Sinclair, Ohio, USA 上星期六22:00 - 2 天前 |
18 | Colerain, Ohio, USA 上星期六22:00 - 2 天前 |
41 | Cincinnati Near Road, Ohio, USA 上星期六22:00 - 2 天前 |
27 | Taft, Ohio, USA 上星期六22:00 - 2 天前 |
23 | Preble County, Ohio, USA 上星期六22:00 - 2 天前 |
14 | Batavia, Ohio, USA 上星期六22:00 - 2 天前 |
21 | Nku, Kentucky, USA 上星期六22:00 - 2 天前 |
14 | Springfield PM, Ohio, USA 上星期六22:00 - 2 天前 |
18 | Anderson-Eastside Elem. Sch, Indiana, USA 上星期六22:00 - 2 天前 |
15 | Columbus - Rocky Ford Rd, Indiana, USA 上星期六22:00 - 2 天前 |
34 | Columbus NR - Smoky Row, Ohio, USA 上星期六22:00 - 2 天前 |
31 | Fishers, Indiana, USA 上星期六22:00 - 2 天前 |
29 | Lima, Ohio, USA 上星期六22:00 - 2 天前 |
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关于空气质量与空气污染指数
本网站采用的污染指数和颜色与EPA是完全相同的。 EPA的指数可以从 AirNow上查到
空气质量指数 | 空气质量指数级别(状况)及表示颜色 | 对健康影响情况 | 建议采取的措施 |
0 - 50 | 一级(优) | 空气质量令人满意,基本无空气污染 | 各类人群可正常活动 |
51 -100 | 二级(良) | 空气质量可接受,但某些污染物可能对极少数异常敏感人群健康有较弱影响 | 极少数异常敏感人群应减少户外活动 |
101-150 | 三级(轻度污染) | 易感人群症状有轻度加剧,健康人群出现刺激症状 | 儿童、老年人及心脏病、呼吸系统疾病患者应减少长时间、高强度的户外锻炼 |
151-200 | 四级(中度污染) | 进一步加剧易感人群症状,可能对健康人群心脏、呼吸系统有影响 | 儿童、老年人及心脏病、呼吸系统疾病患者避免长时间、高强度的户外锻炼,一般人群适量减少户外运动 |
201-300 | 五级(重度污染) | 心脏病和肺病患者症状显著加剧,运动耐受力降低,健康人群普遍出现症状 | 儿童、老年人及心脏病、肺病患者应停留在室内,停止户外运动,一般人群减少户外运动 |
300+ | 六级(严重污染) | 健康人群运动耐受力降低,有明显强烈症状,提前出现某些疾病 | 儿童、老年人和病人应停留在室内,避免体力消耗,一般人群避免户外活动 |
(参考详见
http://zh.wikipedia.org/wiki/空气质量指数)
This page has been generated on Tuesday, Feb 18th 2025, 05:21 am CST-
![World Air Quality Index project](https://waqi.info/icons/logo.e201.png?_=1739827315)