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» 相对湿度(RH)

相对湿度(RH)

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测量农业相对湿度的气象站。.

(图片仅供参考)

相对湿度(φ)是部分湿度与部分饱和湿度的比值。 压力 水蒸气 ([latex]p_{H_2O}[/latex]) 达到平衡 蒸汽压 相对湿度 (φ) 是空气在给定温度下的相对湿度。它以百分比表示:φ = pH₂O/pH₂O × 100%。它表示空气接近饱和的程度,100% RH 表示空气已饱和。

Relative humidity is a crucial metric in meteorology and everyday life because it directly relates to human comfort and various physical processes. Unlike absolute humidity, which measures the total mass of water vapor, relative humidity provides context by comparing this amount to the maximum possible amount the air could hold at its current temperature. The equilibrium or saturation vapor pressure of water, [latex]p^*_{H_2O}[/latex], increases non-linearly with temperature. This means that if the amount of water vapor in the air remains constant (constant absolute humidity), a decrease in temperature will cause the relative humidity to increase. If the air cools sufficiently, it will reach its dew point, the temperature at which [latex]\phi = 100\%[/latex] and condensation (dew, fog, or clouds) begins to form. This temperature dependence is why mornings often feel more humid even if the absolute amount of water vapor hasn’t changed overnight. In HVAC systems, controlling relative humidity is as important as controlling temperature for comfort and for preventing mold growth, which thrives in high-humidity environments. The concept is rooted in the work of scientists like John Dalton, whose law of partial pressures (c. 1802) established that the total pressure of a gas mixture is the sum of the partial pressures of its individual components, a foundational principle for understanding the behavior of water vapor in air.

UNESCO Nomenclature: 2501
- 大气科学

类型

抽象系统

中断

基础

用法

广泛使用

前体

  • 发现水蒸气是空气的组成部分
  • 埃文杰利斯塔·托里切利对压力概念的阐述
  • 气体定律的表述(波义耳定律、查理定律)
  • 约翰·道尔顿分压定律
  • 了解相变(蒸发和凝结)

应用程序

  • 天气预报
  • 暖通空调(暖通空调)系统
  • 除湿机和加湿器
  • 农业和温室管理
  • 食品储存和保鲜
  • 制造过程(例如半导体、纺织品)

专利:

NA

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相关术语:相对湿度、水蒸气、分压、饱和度、温度、气象学、暖通空调、露点、冷凝、湿度学。

历史背景

相对湿度(RH)

1650
1800
1852
1900
1912
1940
1940
1950
1800
1838
1872
1910
1940
1940
1946

(如果日期未知或不相关,例如“流体力学”,则提供其显著出现的近似估计)

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