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Experimental verification of 2-dimensional computational fluid dynamics modeling of supercritical fluids Fischer Tropsch reactor bed
Catalysis Today ( IF 5.2 ) Pub Date : 2019-05-16 , DOI: 10.1016/j.cattod.2019.05.027
Aya E. Abusrafa , Mohamed S. Challiwala , Hanif A. Choudhury , Benjamin A. Wilhite , Nimir O. Elbashir

A 2-D Computational Fluid Dynamics (CFD) model of a Packed Bed (PB) Fischer Tropsch (FT) reactor was developed using a non-conventional Supercritical Fluid (SCF) as reaction media. The model was used to study the effect of using SCF-FT reactor bed in alleviating hot spot formation, typically occurring in conventional Gas Phase FT reactors (GP-FT). The potential of scaling-up a typical industrial 1.5-inch diameter reactor bed to a larger tube diameter (up to 4″ ID) was studied as a first step towards process intensification of the FT technology. The high fidelity 2-D model developed in this work was built on experimental data generated at a variety of FT operating conditions both in conventional GP-FT and in SCF-FT reactor bed. Results showed that the maximum temperature rise in SCF-FT for a 4″ ID bed was just 15 K compared to ˜800 K in GP-FT bed for 15%Co/γ-Al2O3 based catalyst at 500 GHSV and 518.15 K. The enhancement in thermal performance in SCF-FT reactor bed is attributed to the high thermal capacity of SCF media (˜2500 J/kg/K) compared to GP (˜1300 J/kg/K), which resulted in the elimination of hotspot formation. These results provide the first evidence for the application of SCF-FT in larger tube reactor beds while overcoming issues resulting from hotspot formation.



中文翻译:

费托反应堆床超临界流体二维计算流体动力学模型的实验验证

使用非常规超临界流体(SCF)作为反应介质,开发了填充床(PB)费托(FT)反应器的二维计算流体动力学(CFD)模型。该模型用于研究使用SCF-FT反应器床减轻热点形成的效果,这种现象通常发生在常规气相FT反应器(GP-FT)中。作为将FT技术工艺强化的第一步,研究了将典型的工业1.5英寸直径反应器床放大到更大管径(最大4英寸内径)的潜力。在这项工作中开发的高保真二维模型是基于在常规GP-FT和SCF-FT反应器床中各种FT操作条件下生成的实验数据建立的。15CØ/γ--一种2个Ø3催化剂在500 GHSV和518.15 K下工作。SCF-FT反应器床中热性能的提高归因于与GP相比,SCF介质的热容量高(约2500 J / kg / K)(约1300 J / kg / K) ),从而消除了热点的形成。这些结果为SCF-FT在更大的管式反应器床中的应用提供了第一个证据,同时克服了由热点形成引起的问题。

更新日期:2020-03-12
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