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Do the effective heat conductivity and the heat transfer coefficient at the wall inside a packed bed depend on a chemical reaction? Weaknesses and applicability of current models

机译:填充床内壁的有效导热系数和传热系数是否取决于化学反应?当前模型的弱点和适用性

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摘要

Many studies have been on the effective heat conductivity (λeff) and the transfer coefficient at the wall (αw) inside packed beds. It has been mentioned that the values of λef and αw are changed when a chemical reaction occurs in the packed bed. We give an explanation for such a phenomenon. The properties λeff and αw are lumped parameters which usually are determined by both the measured temperature profiles and the model used to calculate the temperature profiles from λeff and αw. If either the experimental data are wrong or the model is erroneous the error will manifest itself in the values of λeff and αw. At least a part of the change in the values of λeff and αw due to a chemical reaction is caused by the fact that a homogeneous model with catalyst and gas having the same temperature is chosen, whereas a heterogeneous model with catalyst and gas having different temperatures should be used. If no reaction occurs the catalyst and gas will have the same temperature and the homogeneous model yields a good description. Hence, when fitting temperature profiles with this model the correct values of λeff and αw are found. If reaction does occur the catalyst and the gas will have different temperatures because the heat of reaction must be transferred from the catalyst to the gas. If, despite this fact, a homogeneous model is used to calculate the temperature profiles, an error is introduced which is reflected in the values of λeff and αw. As a consequence we create an apparent dependence of λeff and αw on the reaction rate. We derive criteria to determine which model must be used. We discuss results presented in the literature on the dependence of λeff and αw on the chemical reaction. The explanation is both qualitative and quantitative.
机译:关于填充床内部的有效热导率(λeff)和在壁上的传递系数(αw)已有许多研究。已经提到,当在填充床中发生化学反应时,λef和αw的值改变。我们对这种现象进行解释。特性λeff和αw是集总参数,通常由测得的温度曲线和用于根据λeff和αw计算温度曲线的模型确定。如果实验数据错误或模型错误,则误差将以λeff和αw的值体现出来。化学反应引起的λeff和αw值变化的至少一部分是由于选择了催化剂和气体温度相同的均质模型而催化剂和气体温度不同的异质模型应该使用。如果没有反应发生,则催化剂和气体将具有相同的温度,并且均相模型会给出很好的描述。因此,当使用该模型拟合温度曲线时,可以找到λeff和αw的正确值。如果确实发生反应,则催化剂和气体将具有不同的温度,因为反应热必须从催化剂转移到气体中。尽管如此,如果使用均质模型计算温度曲线,则会引入误差,该误差会反映在λeff和αw的值中。结果,我们在反应速率上产生了λeff和αw的明显依赖关系。我们得出确定必须使用哪个模型的标准。我们讨论了有关λeff和αw对化学反应的依赖性的文献中提出的结果。解释既定性又定量。

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  • 作者单位
  • 年度 1989
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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