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作 者:张新[1] 朱敏[2] 冀志江[2] 王利民[1] 陈海江 赵书银[1] ZHANG Xin ZHU Min JI Zhi-jiang WANG Li-min CHEN Hai-jiang ZHAO Shu-yin(Hebei Institute of Architecture and Civil Engineering, Zhangjiakou 075024, China China Building Materials Academy, State Key Laboratory of Green Building Materials, Beijing 100024 China China Coal Zhangjiakou Coal Mining Machinery Co., LTD, Zhangjiakou 076250 China)
机构地区:[1]河北建筑工程学院数理系,河北张家口075024 [2]中国建筑材料科学研究总院绿色建筑材料国家重点实验室,北京100024 [3]中煤张家口煤矿机械有限责任公司,河北张家口075026
出 处:《数学的实践与认识》2017年第2期215-220,共6页Mathematics in Practice and Theory
摘 要:Bodala,运用静态双仓法建立的测定干建材中VOCs扩散系数和分配系数的数学模型是合理的,有一定的应用价值.但该模型假设低浓度仓中VOCs的初始浓度为零,限制了模型的应用范围.针对使用VOCs液体为污染源且建材透气性较好的条件,作出合理的假设,构建了VOCs在建材中扩散的数学模型.采用LaplaceCarson变换详细求解模型,得出计算VOCs扩散系数的方法,并运用两组数据对模型进行了比较分析,结果表明优化后的模型有一定的实用性和可行性.the mathematical model of measuring diffusion coefficient and the partition coefficient of VOCs for dry building materials using static double-storehouse method i is established by Bodalal.The model is reasonable and has certain application value,but this model assumes that the initial concentrations of VOCs in low concentration storehouse is zero,limiting the range of application of the model.In this paper,a model is reestablished in accordance with condition of VOCs liquid for pollution source and good air permeability of building material,the detailed derivation by Laplace-Carson transform and calculation method of VOCs diffusion coefficient are introduced,and the analysis and comparison of the model are also presented by two sets of data.The results show that the optimized model has certain practicability and feasibility.
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