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首页> 外文期刊>Iron & Steelmaker >Physical Modeling of Bottom-Blown Continuous Steelmaking, Part I: The Decarburization Reaction Model and Water Modeling Results
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Physical Modeling of Bottom-Blown Continuous Steelmaking, Part I: The Decarburization Reaction Model and Water Modeling Results

机译:底吹连续炼钢的物理模型,第一部分:脱碳反应模型和水模拟结果

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Several of the previous continuous steel-making processes were reviewed. Since many of the processes were rather complex, difficult to control and not commercially feasible, a simple continuous stirred tank reactor was considered in one of the flow sheets proposed by the AISI Direct Steelmaking Initiative. A decarburization model for the continuous refiner was developed to predict the steady-state carbon content being tapped as a function of metal throughput, input carbon content and decarburization constant. The model assumes perfect mixing, a first order reaction rate and an overall reaction that is mass transfer controlled. Mixing time experiments showed that mixing times decrease rapidly as gas flow rate increases. Water modeling results from this study and those reported by other investigators were combined to yield a correlation that relates mixing time to specific energy input (pin = 89eppsilon~(-.036)). The mixing times of both the water model and industrial vessels experience a similar dependence on the specific stirring energy, but the mixing times in the smaller water model vessels are almost an order of magnitude lower than the industrial vessels. Residence time distribution experiments indicated that the vessel is perfectly mixed. This was further supported by the fact that the mixing time was two orders of magnitude smaller than the average retention time and less than the minimum residence time.
机译:回顾了以前的几个连续炼钢工艺。由于许多过程相当复杂,难以控制且在商业上不可行,因此在AISI直接炼钢计划提出的流程图之一中考虑了一个简单的连续搅拌釜反应器。开发了连续精炼机的脱碳模型,以预测所开采的稳态碳含量与金属产量,输入碳含量和脱碳常数的关系。该模型假定完美混合,一级反应速率以及受传质控制的整体反应。混合时间实验表明,随着气体流速的增加,混合时间迅速减少。这项研究的水模型结果和其他研究者报告的水模型结果相结合,得出了一种相关关系,该关系将混合时间与比能量输入相关(引脚= 89eppsilon〜(-。036))。水模型和工业容器的混合时间对比搅拌能量的依赖性相似,但是较小的水模型容器中的混合时间比工业容器低近一个数量级。停留时间分布实验表明该容器完全混合。混合时间比平均保留时间短两个数量级且小于最小停留时间,这进一步证明了这一点。

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