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Mass transfer accompanied with complete reversible chemical reactions in gas-liquid systems: an overview

机译:传质与气液系统中完全可逆的化学反应:概述

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摘要

In many processes in the chemical industry mass transfer accompanied with reversible, complex chemical reactions in gas-liquid systems are frequently encountered. In point of view of design purposes it is very important that the absorption rates of the transferred reactants can estimated sufficiently accurate. Moreover, mass transfer phenomena can also affect substantially important process variables like selectivity and yield. Therefore large amounts of research effort has been invested in describing these processes and in the development of models that can be used for the calculation of the mass transfer rates and other parameters. The description of the absorption of a gas followed by a single first order irreversible reaction is simple and straightforward. For all mass transfer models, e.g. film, penetration and surface renewal respectively, this process can be analytically solved. For other processes however, only for a limited number of special cases analytical solutions are possible and therefore numerical techniques must be used for the description of these phenomena. Besides numerically solved absorption models the mass transfer rates often can be calculated satisfactory accurate by simplifying the actual process by means of approximations and/or linearizations. In this paper an overview will be given of the absorption models that are available for the calculation of the mass transfer rates in gas-liquid systems with (complex) reversible reactions. Both numerically solved and approximated models respectively will be treated and conclusions on the applicability and restrictions will be presented. Also perspectives and white spots will be indicated.
机译:在化学工业中的许多过程中,经常会发生在气体-液体系统中伴随着可逆的复杂化学反应的传质。从设计目的的角度来看,转移的反应物的吸收速率可以估计足够准确是非常重要的。此外,传质现象还会影响诸如选择率和产率之类的重要工艺变量。因此,在描述这些过程以及开发可用于计算传质速率和其他参数的模型方面投入了大量的研究工作。吸收气体后进行单个一阶不可逆反应的描述非常简单明了。对于所有传质模型,例如膜,渗透和表面更新,可以通过解析解决此过程。但是,对于其他过程,只有有限数量的特殊情况才可能使用解析解,因此必须使用数值技术来描述这些现象。除了通过数值求解的吸收模型外,通常还可以通过近似和/或线性化简化实际过程来计算出令人满意的精确的传质速率。本文将概述吸收模型,这些模型可用于计算具有(复杂)可逆反应的气液系统中的传质速率。将分别处理数值求解模型和近似模型,并给出适用性和限制的结论。此外,还将显示透视图和白点。

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