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The Thermal Radiation of the Atmosphere and Its Role in the So-Called Greenhouse Effect

机译:大气的热辐射及其在所谓的温室效应中的作用

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Knowledge about thermal radiation of the atmosphere is rich in hypotheses and theories but poor in empiric evidence. Thereby, the Stefan-Boltzmann relation is of central importance in atmosphere physics, and holds the status of a natural law. However, its empirical foundation is little, tracing back to experiments made by Dulong and Petit two hundred years ago. Originated by Stefan at the end of the 19th century, and theoretically founded afterwards by Boltzmann, it delivers the absolute temperature of a blackbody—or rather of a solid opaque body (SOB)—as a result of the incident solar radiation intensity, the emitted thermal radiation of this body, and the counter-radiation of the >atmosphere. Thereby, a similar character of the blackbody radiation—describable by the expression σ·T4—and the atmospheric counter-radiation was assumed. But this appears quite abstruse and must be questioned, not least since no pressure-dependency is provided. Thanks to the author’s recently published work—proposing novel measuring methods—, the possibility was opened-up not only to find an alternative approach for the counter-radiation of the atmosphere, but also to verify it by measurements. This approach was ensued from the observation that the IR-radiative emission of gases is proportional to the pressure and to the square root of the absolute temperature, which could be bolstered by applying the kinetic gas theory. The here presented verification of the modified counter-radiation term A·p·T0.5 in the Stefan-Boltzmann relation was feasible using a direct caloric method for determining the solar absorption coefficients of coloured aluminium-plates and the respective limiting temperatures under direct solar irradiation. For studying the pressure dependency, the experiments were carried out at locations with different altitudes. For the so-called atmospheric emission constant A an approximate value of 22 Wm-2 bar-1 K-0.5 was found. In the non-steady-state, the total thermal emission power of the soil is given by the difference between its blackbody radiation and the counter-radiation of the atmosphere. This relation explains to a considerable part the fact that on mountains the atmospheric temperature is lower than on lowlands, in spite of the enhanced sunlight intensity. Thereto, the so-called greenhouse gases such as carbon-dioxide do not have any influence.
机译:关于大气热辐射的知识虽然有丰富的假设和理论,但经验证据不足。因此,Stefan-Boltzmann关系在大气物理学中至关重要,并具有自然法则的地位。但是,它的经验基础很少,可以追溯到200年前杜隆和佩蒂特进行的实验。它由Stefan于19世纪末提出,理论上由Boltzmann创立,它提供黑体的绝对温度-而不是固体不透明体( SOB )-由于入射太阳辐射强度,该物体发出的热辐射以及>大气的反辐射。从而,假定黑体辐射具有类似的特征(由表达式σ·T 4 描述)和大气反向辐射。但这似乎很深刻,必须加以质疑,尤其是因为没有提供压力依赖性。多亏了作者最近发表的工作-提出了新颖的测量方法-才使人们不仅找到了一种替代方法来抵消大气的辐射,而且还通过测量进行了验证。这种方法是根据观察得出的,即气体的红外辐射发射与压力和绝对温度的平方根成正比,这可以通过应用动态气体理论来支持。本文采用直接热量法确定太阳吸收系数,以Stefan-Boltzmann关系式对修正的反辐射项 A·p·T 0.5 进行验证直接太阳辐射下有色铝板的温度和各自的极限温度。为了研究压力依赖性,在不同高度的位置进行了实验。对于所谓的大气发射常数A ,近似值为22 Wm -2 bar -1 K -0.5 已找到。在非稳态下,土壤的总热发射功率由土壤的黑体辐射与大气的反辐射之间的差给出。这种关系在很大程度上解释了这样一个事实:尽管日照强度增加了,但山上的大气温度却比低地低。到此为止,所谓的温室气体,例如二氧化碳,没有任何影响。

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