温度。 | - | 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) | 3 | 17 |
空气压力 | - | 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) | 1010 | 1026 |
湿度 | - | 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) | 48 | 95 |
风 | - | ![w](data:image/png;base64,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) | 0 | 5 |
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Air Quality Data source
气象数据
Donaustraße目前的天气状况在測量(星期四)9:00
-°C
湿度: -%
空气压力:: -毫巴最近的城市
- | Donaustraße, Austria 1922/10/19 - 102 年前 |
- | Kaindorfer Straße, Austria 2022/11/23 - 2 年前 |
- | St.Paul-Gasse, Austria 1922/10/19 - 102 年前 |
7 | St.Paul-Gasse, BG Rechte Kremszeile (B3: 170m, S37: 470m), Austria 2025/01/27 - 23 天前 |
- | Dürnrohr, Austria 1922/10/19 - 102 年前 |
57 | Zwentendorf, Lindenplatz Freiwillige Feuerwehr Zwentendorf, Austria 2025/01/27 - 23 天前 |
- | Streithofen im Tullnerfeld, Austria 1922/10/19 - 102 年前 |
- | Neusiedl im Tullnerfeld, Austria 2022/11/23 - 2 年前 |
55 | Eybnerstraße, hinter D. Gran-Str. 16, Sportpl. Sonderschule, Austria 2025/01/27 - 23 天前 |
- | Eybnerstraße, H. Schneidmadl-Straße, Sportplatz Sonderschule, Austria 1922/10/19 - 102 年前 |
- | Europaplatz, Austria 2023/08/21 - 1 年前 |
55 | Leopoldgasse, neben Friedhof bei Grottenthalgasse, Austria 2025/01/27 - 23 天前 |
- | Leopoldgasse, Friedhof, Austria 1922/10/19 - 102 年前 |
12 | Kläranlage, Austria 2025/01/27 - 23 天前 |
13 | Rudolf Diesel-Straße (70 m von S3), Austria 2025/01/27 - 23 天前 |
- | Rudolf Diesel-Straße (160 m von A22), Austria 1922/10/19 - 102 年前 |
63 | 4, Schafbergbad, Josef Redl Gasse 2, Gstr.Nr. 698, Austria 2025/01/27 - 23 天前 |
- | 4, Josef Redl Gasse 2, Gstr.Nr. 698, Austria 1922/10/19 - 102 年前 |
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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 11th 2025, 06:48 am CST-
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