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Particle Scale Modelling and Analysis of Fluid Flow and Heat Transfer in Fluidised Beds

机译:流化床中流体流动和传热的颗粒尺度建模与分析

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Fluid bed reactors have been extensively used in chemical processes due to their high heat transferefficiency. Typical examples are ironmaking blast furnace which involves complicated multiphaseflow, heat transfer and chemical reactions in a packed bed, and fluidized bed combustors whoseperformance heavily depends on the hydrodynamics and thermal-chemical behavior of particles ininteraction with gas. To achieve optimal design and control of such a fluid bed reactor, it isimportant to understand the flow and heat transfer characteristics. Particle scale studies, achieved bythe use of approach of coupled discrete element method (DEM) and computational fluid dynamics(CFD) [1, 2], are useful to achieve this goal. In this approach, the motion of discrete particles isobtained by solving Newton's second law of motion, and the flow of continuum fluid by solving theNavier-Stokes equations based on the concept of local average as used in CFD, with the coupling ofCFD and DEM through particle-fluid interaction forces. This approach has recently been extendedto study heat transfer in gas fluidization [3]. It considers different heat transfer mechanisms indetail, including, for example, particle-fluid convection, particle-particle conduction, and particleradiation. The proposed model offers a useful numerical technique to elucidate the fundamentalsgoverning the heat transfer in packed/fluidized beds at a particle scale. Here our major applicationof this approach is summarized below.
机译:流化床反应器由于其高热传递而已广泛用于化学过程中 效率。典型的例子是炼铁高炉,其中涉及复杂的多相 填料床和流化床燃烧器中的流动,传热和化学反应 性能在很大程度上取决于颗粒的流体动力学和热化学行为。 与气体相互作用。为了实现这种流化床反应器的最佳设计和控制,必须 了解流量和传热特性很重要。粒度研究,通过 耦合离散元法(DEM)和计算流体动力学方法的使用 (CFD)[1,2],对于实现此目标很有用。在这种方法中,离散粒子的运动为 通过求解牛顿第二运动定律获得,并通过求解 基于CFD中使用的局部平均概念的Navier-Stokes方程,与 通过颗粒-流体相互作用力进行CFD和DEM。最近扩展了这种方法 研究气体流化过程中的传热[3]。它考虑了不同的传热机理 详细信息,包括例如粒子-流体对流,粒子-粒子传导和粒子 辐射。提出的模型提供了一种有用的数值技术来阐明基本原理 控制填料/流化床中颗粒的传热。这是我们的主要应用 下面总结了这种方法。

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