何晓东. 温度对Langmuir吸附常数影响的实验研究[J]. 煤矿安全, 2016, 47(7): 18-21,26.
    引用本文: 何晓东. 温度对Langmuir吸附常数影响的实验研究[J]. 煤矿安全, 2016, 47(7): 18-21,26.
    HE Xiaodong. Experimental Research About Effect of Temperature on Langmuir Constants[J]. Safety in Coal Mines, 2016, 47(7): 18-21,26.
    Citation: HE Xiaodong. Experimental Research About Effect of Temperature on Langmuir Constants[J]. Safety in Coal Mines, 2016, 47(7): 18-21,26.

    温度对Langmuir吸附常数影响的实验研究

    Experimental Research About Effect of Temperature on Langmuir Constants

    • 摘要: 为探索深部煤体中地温对瓦斯赋存的影响,基于单分子层吸附理论,采用热力学理论推导出Langmuir方程,得到了温度与Langmuir吸附常数ab随温度变化的理论表达式,进行了不同温度下的煤与瓦斯等温吸附实验;实验表明,对于给定气-固吸附体系,Langmuir吸附常数a值只与吸附质和吸附剂的自身属性有关,并由吸附剂的固有总吸附位数决定,而与外界的温度和压力无关;对于同一种煤而言,可以认为a值是一个常数。不同吸附剂的b值因吸附剂自身物理特性的不同也会有一定的差异;b值随温度的升高逐渐减小,用导出的理论方程证明了温度与ab值的统计热力学关系,并用实验进行了证实,澄清了以往温度与ab值关系的实验性争议。工程应用中,在一定温度区间内,吸附常数b值与温度的关系可以采用线性减函数简化描述。

       

      Abstract: In order to research the effect of ground temperature on gas occurrence in deep coal seam, the Langmuir equation is derived by thermodynamic theory based on the monolayer adsorption theory. The theory expressions between Langmuir constants (a and b) and temperature are also obtained. The coal and gas isothermal adsorption experiments are also carried out. Experimental results show that for given gas-solid adsorption system, the Langmuir constant a is determined by the intrinsic adsorption sites of adsorbent and depends on the adsorbent and corresponding adsorbate. Other factors such as environmental temperature and pressure have no effect on the value of a. The Langmuir constant a can be considered as a constant value for the same kind of coal. Langmuir constant b of different adsorbent is also different because of their nature physical properties. Langmuir constant b decreases with the increase of temperature. The experimental results correspond well with relations derived from the theory equations for Langmuir constants and temperature, which settles disputes about this issue existed for a long time. In engineering application, the relation between b and temperature can be described as a linear decreasing function for given temperature range.

       

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