Numerical simulation analysis of Guixi copper flash smelting furnace

A numerical simulation analysis for reactions of chalcopyrite and pyrite particles coupled with momentum,heat and mass transfer between the particle and gas in a flash smelting furnace is presented.In the simulation.the equations governing the gas flow are solved numerically by Eular method.The particle phase is introduced into the gas flow by the particle-source-in-cell technique(PSIC),Predictions including the fluid flow field,temperature field,concentration field of gas phase and the tracks of particles have been obtained by the numerical simulation.The visualized results show that the reaction of sulfide particles is almost completed in the upper zone of the shaft within 1.5m far from the central jet distributor (CJD)type concentrate burner,The simulation results are in good agreement with data obtained from a series of experiments and tests in the plant and the error is less than 2%.     

Operation optimization of concentrate burner in copper flash smelting furnace

The software that simulates the flow, temperature, concentration and the heat generation field in the Outkumpu flash smelting furnace, was developed by a numerical method of the particle-gas flow together with some chemical reaction models. Many typical operating conditions were chosen for simulation in order to obtain the effect of the distribution air, process air, central oxygen and the oil-burner position etc. The concepts about optimum op-eration, 3C(concentration of high temperature, high oxygen and laden concentrate particles), are concluded from these simulated results, which have been checked primarily by operational experiments.     

铜闪速炉内颗粒受热过程的数学建模与数值优化

为了研究闪速炉冶炼颗粒着火延迟问题,建立反应塔内颗粒受热过程的数学模型,并进行计算.结果表明,在塔高0.6 m范围内,辐射换热对于颗粒的加热过程影响较大,而在反应塔0.6 m以下区域,对流换热占主导作用.鉴于强化对流换热过程对提高颗粒加热速度进而提高着火高度更有效,因此,建议采用高速热氧射流技术代替闪速炉内的天然气,使...     

闪速炉沉淀池中熔体流动特性的数值模拟(英文)

采用CFX4.3对闪速炉沉淀池中的熔体流动和温度分布进行数值模拟研究。针对1个出渣口对应1个冰铜出口(1-to-1)与1个出渣口对应2个冰铜出口(1-to-2)这两种操作方案共设立16种计算工况。模拟结果表明,两种方案下熔体流动相似,但采用1-to-2操作方案时,熔池中可见明显的回流。仿真中还发现,渣口与冰铜出口的不同组合方式对沉淀池中熔体温度分布的影响显著,其中在1-to-2操作方案下,沉淀池中的熔体温度更均匀。在实际生产中,当采用远离沉淀池入口的放铜口进行操作时将更有利于实现沉淀池内熔体温度的均匀分布。     

基于数值模拟的闪速连续炼铜炉型结构研究

分析4种闪速连续炼铜炉型的本质特性,提出将闪速连续炼铜过程视为由相对独立的闪速造锍熔炼过程和连续吹炼造铜过程构成,分别建立闪速造锍熔炼多相平衡数学模型和连续吹炼造铜局域平衡数学模型,并通过中间物料的传递将两模型有机结合,从而构建完整的闪速连续炼铜过程热力学模型。运用此模型,考察炉型结构对闪速连续炼铜过程的粗铜生成条件、Fe3O4行为、铜在渣中损失以及铜直收率等因素的影响。结果表明：相对于其他3种炉型,甩渣吹炼双烟道D型炉是比较理想的连续炼铜炉体;对于闪速连续炼铜,造锍熔炼段和铜锍吹炼段宜在相对独立的分区进行,各自炉渣和烟气也应分开排出炉体。     

Mathematical model of pyritic smelting process for copper-nickel mineral in oxygen top-blown furnace

1　INTRODUCTIONTheideaofrefiningcopperandnickelwithpyriticsmeltingprocessinoxygentop blownfurnacehascomeintobeingforitsachievementinoxygen converterofsteelmaking processfrom 196 0s.Thefirstpyriticsmeltingfurnacewithoxygentop blownsmeltingnickelhadbeenputintoproductionatNorthNickelCo .ofRussianin 1986 .Nowadays ,thistech nologyhasbeenimportedandemployedinJinchuanNonferrousMetalCo .ofChina .Inthepastdecades ,theutilizationofflashsmeltingfurnaceinnonferrous makinghasgotextensivedevelopmen…     

Intelligent prediction model of matte grade in copper flash smelting process

Due to the importance of detecting the matte grade in the copper flash smelting process, the mechanism model was established according to the multi-phase and multi-component mathematic model. Meanwhile this procedure was a complicated production process with characteristics of large time delay, nonlinearity and so on. A fuzzy neural network model was set up through a great deal of production data. Besides a novel constrained gradient descent algorithm used to update the parameters was put forward to improve the parameters learning efficiency. Ultimately the self-adaptive combination technology was adopted to paralleled integrate two models in order to obtain the prediction model of the matte grade. Industrial data validation shows that the intelligently integrated model is more precise than a single model. It can not only predict the matte grade exactly but also provide optimal control of the copper flash smelting process with potent guidance.     

铜闪速熔炼中微量元素行为的计算机模拟

在热力学平衡的基础上,利用描述闪速熔炼中微量元素行为的数学模型,结合闪速熔炼整体平衡计算结果,对Ａｓ,Ｓｂ,Ｂｉ在铜闪速熔炼中的行为进行计算机模拟。计算结果与文献结果及工业观测数据吻合较好。     

闪速熔炼在中国的进展与研究--冷风技术及"非接触冶金"

从环境保护角度阐述了世界铜、镍闪速熔炼的发展与现状,讨论了"冷风节能"及其工业应用技术.介绍了中国在"闪速炉扩产"、"闪速冶金事故监控"、"水套新材料"、"闪速炉连续炼铜"等方面的研究成果.为根本解决强化冶金对炉衬的腐蚀,提出了"非接触冶金"的思路,描述了中心旋涡柱闪速熔炼方法,并介绍了旋涡喷嘴基本设计及计算机仿真实验.     

高投料量下炼铜闪速炉内熔炼过程的数值模拟

以FLUENT 6.3 为计算平台,建立了铜闪速炉熔炼过程数值模型,并针对高投料量下反应塔气粒两相变物理场信息分布变化特点展开仿真研究。结果表明：工艺风入炉后迅速膨胀,并在反应塔中心形成轮廓明显的主体气流柱;主体气流柱内外的温度和氧浓分布梯度变化较大;局部低温出现在精矿喷嘴下方,而高温反应核心区域则下移至反应塔中下部。综合多场耦合仿真结果可知：高投料量条件下精矿粒子与反应配风之间混合力度欠佳是造成高投料量反应塔内熔炼过程反应效率降低的主要原因。     

基于遗传算法的铜闪速熔炼过程控制优化

基于已建立的铜闪速熔炼神经网络模型,以能耗费用最低为目标,在工艺指标控制范围内,采用遗传算法对铜闪速熔炼过程的工艺参数进行了仿真优化计算。结果表明,当空气、分配风、工艺氧和中央氧的市场价格折合比值分别为0.05、0.1、0.4和0.45,精矿量为128 t,其成分(质量分数)为Cu 20.61%、S 27.59%、Fe 24.72%、SiO2 11.64%和MgO 1.39%时,铜闪速熔炼工艺参数的遗传优化值为空气15 011 m3、分配风1 302 m3、工艺氧17 359 m3、中央氧1 000 m3、熔剂13.6 t;与实践平均值相比,若采用优化工艺参数控制,熔炼能耗费用可降低4.6%。     

Thermodynamic modeling of lead blast furnace

A thermodynamic model was developed to predict the distribution behavior of Cu, Fe, S, O, Pb, Zn,As, and the heat balance in a lead blast furnace. The modeling results are validated by the plant data of a lead smelter in Kazakhstan. The model can be used to predict any set of controllable process parameters such as feed composition, smelting temperature, degree of oxygen enrichment and volume of oxygen-enriched air. The effects of the blast air, industrial oxygen, and coke charge on the distribution of Cu, Fe, S, O, Ph, Zn, As, the heat balance, and the lead loss in slag, were presented and discussed.     

Mathematical model of determination of die bearing length in design of aluminum profile extrusion die

Based on the finite element simulation of profile extrusion process, the effect of local extrusion ratio, die bearing area and the distance between extrusion cylindrical center and local die orfice center on mental flow velocity was investigated. The laws of deformed metal flow on profile extrusion process were obtained. The smaller the local extrusion ratio, the faster the metal flow velocity； the smaller the area of die bearing, the faster the metal flow velocity； the smaller the distance of position of local die orifice(the closer the distance of position of local die orifice from extrusion cylindrical axis), the faster the metal flow velocity. The effect of main parameters of die structure on metal flow velocity was integrated and the mathematical model of determination of die bearing length in design of aluminum profile extrusion die was proposed. The calculated results with proposed model were well compared withthe experimental results. The proposed model can be applied to determine die bearing length in design of aluminum profile extrusion die.     

Mathematical model and simulation of partial penetrated weld pool

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Mathematical model of deformation resistance of 30MnSiV steel

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带钢在线定点标印的数学模型及控制方法

介绍了先喷印再衬纸、复膜后横切的工艺条件下同步定点喷印的数学模型和控制方法     

Mathematical model for austenitization kinetics of ductile iron

A mathematical model was developed in the current study to understand the progress of austenitization process in ductile irons. The austenitization time required to produce homogeneous austenite in a two-phase region of austenite and graphite has been estimated in terms of (a) time required for transformation of matrix to austenite and (b) time required for dissolution of graphite in austenite to attain uniform carbon content, which remains in equilibrium with graphite. The time required been related to the structural parameters of cast ductile iron-like radius of graphite nodule, radius of austenite cell, volume fraction of graphite, volume fraction of ferrite in cast matrix, and diffusion constant. The model was used to determine the minimum austenitization time required to achieve homogeneous austenite in three commercial ductile irons when austenitized at a temperature of 900 °C. The results were compared with those obtained. The uniformity of the carbon content in austenite of ductile iron was verified indirectly by measuring microhardness.     

双辊薄带连铸过程的数学模型研究及其进展

综述了双辊薄带连铸过程数学模型的研究和进展情况，比较和分析了各类数学模型的特点，指出了目前还存在的问题，并展望了今后的发展方向。     

空气搅拌式种分槽内多相流数学模型的实验验证(英文)

为了验证空气搅拌式种分槽流场数学模型的可靠性,设计了空气搅拌式种分槽的模型实验台架,实验台架按照原始比例进行缩小。采用有色示踪剂与KCl示踪剂来研究种分槽内的流体流动过程。在种分槽流场的数学模型中增加虚拟示踪剂模块,建立虚拟示踪剂跟踪计算的算法。对实验结果与数值计算结果进行了比较。结果表明:示踪剂进入种分槽后从翻料管流出的时间实验结果为40s,数值计算结果为42s;数值计算所得有色示踪剂在种分槽内的扩散过程与停留时间分布与实验结果吻合良好。实验结果表明:空气搅拌式种分槽的数学模型是可靠的,可以用于预测分析种分槽内流体流动状况。     

等温CVD制备炭/炭复合材料过程中气体滞留时间的数模分析

在化学气相沉积（CVD）制备炭/炭复合材料的过程中,对采用强制通过毛坯的特定装炉方式下的碳源气体的流动动力学及其反应机理进行系统的理论分析。在一系列的计算基础上,得到毛坯内部空腔压强、毛坯外部空腔压强和毛坯的孔隙度随时间变化的微分方程模型,求出气体在炉体的滞留时间以及渗透毛坯的时间。该理论计算所得的CVD过程中毛坯孔隙度变化与实际生产过程中的孔隙度变化趋势一致,表明该研究理论分析结果具有较高的可信度。