A class formalism of species transport for many component solutions

S. Van Vaerenbergh; Ph. Georis; G. Chavepeyer

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A class formalism of species transport for many component solutions

机译：许多组件解决方案的物种运输的一种形式化形式

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The description of multicomponent mass transport is complexified by the number of dissipative coefficients to introduce and because of the intricated flux-force couplings that appear in the Onsager formulation. The proposed approach uses Stefan-Maxwell Equations that are extended (ESM) to account for the Non-isothermal cases. Equalities between forces and Transport quantities (fluxes and binary diffusion coef- Ficients or species velocities and friction coefficients) Are so obtained. This provides a clear picture of the Couplings for systems with isotropic properties.

机译：由于要引入的耗散系数的数量以及Onsager公式中出现的复杂的通量-力耦合，使得对多组分质量传递的描述变得复杂。所提出的方法使用扩展的Stefan-Maxwell方程（ESM）来解决非等温情况。这样就获得了力和传输量之间的等式（通量和二元扩散系数-科学家或物种的速度和摩擦系数）。这为具有各向同性特性的系统提供了清晰的联轴器图。

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来源
《Entropie》 |1999年第217期|p.38-40|共3页
作者
S. Van Vaerenbergh; Ph. Georis; G. Chavepeyer;
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原文格式 PDF
正文语种 eng
中图分类热力工程、热机;
关键词
thermodynamics; multicomponent mass transport; Onsager formulation;

机译：热力学多组分大众运输;昂萨格公式;

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A class formalism of species transport for many component solutions

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