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The laminar flow tubular reactor with homogeneous and heterogeneous reactions(I.Integral Equations for Diverse Reaction Rate Regimes)

机译:具有均相和异相反应的层流管式反应器(I.不同反应速率方案的积分方程)

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摘要

Design equations for non-isothermal Laminar Flow Tubular Reactors (LFTRs) with lomogeneous and heterogeneous -at the reactor wall -reactions with arbitrary kinetic equa- ions have been satisfactorily treated transforming the original P.D.E. problem into a system of ntegral equations. The kernels of the integral operators are related to an eigenvalue prob- em which does not depend on the kinetic equations; this avoids repetitive computational ~ffort in the treating of different reaction kinetics. To render a more efficient numerical treatment and according to the governing reaction rate egime, modified expressions of the general solution were obtained was follows: (i) a solution vith kernels depending only on the diffusion and convective times was obtained for a low reac- ion regime; (ii) another solution with kernels including the reaction time, besides the diffusion nd convective ones, was necessary for a fast reaction regime and (iii) the local quasi-steady- tate approximation was obtained as limiting case of solution (ii) for a instantaneous reaction regime.
机译:具有均质和非均质的非等温层流管式反应器(LFTR)的设计方程-在反应器壁上-任意动力学方程的反应均得到令人满意的处理,从而改变了原始P.D.E.问题变成一个积分方程组。积分算子的核与不依赖于动力学方程的特征值问题有关。这避免了在处理不同反应动力学上的重复计算工作。为了提供更有效的数值处理方法,并根据反应速率的规律,获得了一般溶液的修正表达式:(i)对于低反应性,仅根据扩散和对流时间获得了具有核的溶液政权; (ii)除扩散和对流反应外,还需要另一种包含反应时间的核的解决方案,这对于快速反应体系是必不可少的;(iii)获得局部准稳态逼近作为溶液(ii)的极限情况瞬时反应机制。

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