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Modeling of burden distribution in the blast furnace

机译:高炉炉料分配模型

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摘要

The blast furnace is the main ironmaking production unit in the world which converts iron ore with coke and hot blast into liquid iron, hot metal, which is used for steelmaking. The furnace acts as a counter-current reactor charged with layers of raw material of very different gas permeability. The arrangement of these layers, or burden distribution, is the most important factor influencing the gas flow conditions inside the furnace, which dictate the efficiency of the heat transfer and reduction processes. For proper control the furnace operators should know the overall conditions in the furnace and be able to predict how control actions affect the state of the furnace. However, due to high temperatures and pressure, hostile atmosphere and mechanical wear it is very difficult to measure internal variables. Instead, the operators have to rely extensively on measurements obtained at the boundaries of the furnace and make their decisions on the basis of heuristic rules and results from mathematical models. It is particularly difficult to understand the distribution of the burden materials because of the complex behavior of the particulate materials during charging. The aim of this doctoral thesis is to clarify some aspects of burden distribution and to develop tools that can aid the decision-making process in the control of the burden and gas distribution in the blast furnace.A relatively simple mathematical model was created for simulation of the distribution of the burden material with a bell-less top charging system. The model developed is fast and it can therefore be used by the operators to gain understanding of the formation of layers for different charging programs. The results were verified by findings from charging experiments using a small-scale charging rig at the laboratory.A basic gas flow model was developed which utilized the results of the burden distribution model to estimate the gas permeability of the upper part of the blast furnace. This combined formulation for gas and burden distribution made it possible to implement a search for the best combination of charging parameters to achieve a target gas temperature distribution. As this mathematical task is discontinuous and non-differentiable, a genetic algorithm was applied to solve the optimization problem. It was demonstrated that the method was able to evolve optimal charging programs that fulfilled the target conditions.Even though the burden distribution model provides information about the layer structure, it neglects some effects which influence the results, such as mixed layer formation and coke collapse. A more accurate numerical method for studying particle mechanics, the Discrete Element Method (DEM), was used to study some aspects of the charging process more closely. Model charging programs were simulated using DEM and compared with the results from small-scale experiments. The mixed layer was defined and the voidage of mixed layers was estimated. The mixed layer was found to have about 12% less voidage than layers of the individual burden components.Finally, a model for predicting the extent of coke collapse when heavier pellets are charged over a layer of lighter coke particles was formulated based on slope stability theory, and was used to update the coke layer distribution after charging in the mathematical model. In designing this revision, results from DEM simulations and charging experiments for some charging programs were used. The findings from the coke collapse analysis can be used to design charging programs with more stable coke layers.
机译:高炉是世界上主要的炼铁生产单位,它将焦炭和热风中的铁矿石转化为铁水,铁水,用于炼钢。该炉充当逆流反应器,其中充满了气体渗透率截然不同的原料层。这些层的布置或负荷分布是影响炉内气流条件的最重要因素,这决定了传热和还原过程的效率。为了进行适当的控制,熔炉操作员应了解熔炉的整体状况,并能够预测控制行为如何影响熔炉的状态。但是,由于高温和高压,不利的气氛和机械磨损,很难测量内部变量。取而代之的是,操作员必须广泛依赖在熔炉边界处获得的测量结果,并根据启发式规则和数学模型的结果做出决策。由于装料过程中颗粒材料的复杂行为,特别难于理解物料的分布。该博士论文的目的是弄清负荷分布的某些方面,并开发有助于决策过程控制高炉负荷和气体分布的工具。创建了一个相对简单的数学模型来模拟高炉无钟顶部充电系统分配物料。开发的模型速度很快,因此操作员可以使用它来了解不同充电程序的层的形成。在实验室使用小型装料台进行装料实验的结果验证了结果。开发了基本气体流动模型,该模型利用负荷分布模型的结果来估算高炉上部的气体渗透率。气体和负荷分配的这种组合公式使得可以实现最佳的装料参数组合,以实现目标气体温度分布。由于该数学任务是不连续且不可微的,因此应用遗传算法解决了优化问题。结果表明,该方法能够制定出满足目标条件的最佳装料程序,即使负荷分布模型提供了有关层结构的信息,但它也忽略了一些影响结果的影响,例如混合层形成和焦炭崩塌。一种用于研究粒子力学的更精确的数值方法,即离散元素方法(DEM),用于更紧密地研究充电过程的某些方面。使用DEM对模型计费程序进行了仿真,并将其与小规模实验的结果进行了比较。确定混合层并估计混合层的空隙度。发现混合层的孔隙度比单个装料组分的层少约12%。最后,基于边坡稳定性理论,建立了一个模型,用于预测将较重的颗粒装在较轻的焦炭颗粒层上时的焦炭坍塌程度,并用于在数学模型中装料后更新焦炭层分布。在设计此修订版时,使用了一些充电程序的DEM模拟和充电实验的结果。焦炭崩塌分析的结果可用于设计具有更稳定焦炭层的装料程序。

著录项

  • 作者

    Mitra Tamoghna;

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  • 年度 2016
  • 总页数
  • 原文格式 PDF
  • 正文语种 en
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