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CALCULATION OF MOISTURE ABSORPTION AND DESORPTION TRANSFER FUNCTION IN BUILDINGS

机译:建筑物中水分吸收和脱附传递函数的计算

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In this paper, a transfer function approach has been described to calculate dynamic moisture absorption and desorption by building materials in the hygroscopic range, and the dynamic moisture absorption and desorption processes have been theoretically modelled. Their surface, vapour pressure and moisture absorption and desorption flux can be evaluated by this approach. It has turned out mathematically that the material surface attains instantaneous moistur equilibrium with the surroundings at high Biot nuniber(Bi→∞) and that the material moisture behaviour can be described through a lumped-parameter modelling at low Biot number(Bi→0). For building materials at moderate Biot number, comparisions with experimental results and numerical solutions have shown satisfactory agreement with the proposed approach. Using this aproach, the dynamic responc of moisture absorption/desorption in building interior materials to the variation of indoor air humidity and the dynamic effect of moisture absorjption and desorption by building interior materials on indoor air humidity and latent space cooling load can be simultaneously calculated.
机译:在本文中,已经描述了一种传递函数方法来计算建筑材料在吸湿范围内的动态水分吸收和解吸,并且在理论上对动态水分吸收和解吸过程进行了建模。可以通过这种方法评估其表面,蒸气压以及水分吸收和解吸通量。在数学上已经证明,在高比奥数(Bi→∞)时,材料表面与周围环境达到瞬时水分平衡,并且可以通过在低比奥特数(Bi→0)下的集总参数模型来描述材料的水分行为。对于Biot数适中的建筑材料,与实验结果和数值解的比较表明,该方法令人满意。利用这种方法,可以同时计算建筑室内材料中水分吸收/解吸对室内空气湿度变化的动态响应,以及建筑室内材料中水分吸收和解吸对室内空气湿度和潜在空间制冷负荷的动态影响。

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