温度。 | - | 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) | 6 | 17 |
空气压力 | - | 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) | 1011 | 1023 |
湿度 | - | 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) | 48 | 90 |
风 | - | 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) 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Air Quality Data source
气象数据
Bahnhof Weiz Stadt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
- | Bahnhof Weiz Stadt, Austria 1922/10/19 - 102 年前 |
- | Bahnhof Weiz Stadt, Birkfelder Straße (50 m), Austria 1922/10/19 - 102 年前 |
38 | Bahnhofstraße 7, Austria 2025/01/26 - 24 天前 |
20 | Observatorium Schloss Lustbühel, Austria 2025/01/26 - 24 天前 |
- | hinter Alte Landstraße 10, Austria 1922/10/19 - 102 年前 |
20 | Graz Nord, Josef Ornig-Strasse 16, Umspannwerk, Sportplatz, Austria 2025/01/26 - 24 天前 |
- | Petersgasse, Inffeldgasse, TU Graz, Austria 1922/10/19 - 102 年前 |
13 | Petersgasse, gegenüber Eisteichgasse, Austria 2025/01/26 - 24 天前 |
16 | Platz der Freiwilligen Schützen, Austria 2025/01/26 - 24 天前 |
19 | Ringsiedlung, Murufer, Austria 2025/01/26 - 24 天前 |
19 | Gaswerkstrasse 13, Bez. Eggenberg, Austria 2025/01/26 - 24 天前 |
8 | Masenberg, Sender oberhalb von Waldhansl, Austria 2025/01/26 - 24 天前 |
22 | Don-Bosco-Kirche, Kreuzung Kärntnerstraße - Alte Poststraße, Austria 2025/01/26 - 24 天前 |
78 | Tiergartenweg 10, Ecke Herrgotwiesgasse 190 (B67: 250m), Austria 2025/01/26 - 24 天前 |
- | Tiergartenweg 10, Ecke Herrgotwiesgasse 190, Austria 1922/10/19 - 102 年前 |
11 | Aufeldstraße, Austria 2025/01/26 - 24 天前 |
- | Franz Schmidt Gasse, Georgigasse, Austria 1922/10/19 - 102 年前 |
16 | F. Schmidt G., Sparkassenplatz, Parkplatz hinter Bahnhofstr., Austria 2025/01/26 - 24 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 Wednesday, Feb 19th 2025, 01:19 am CST-
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