首页|基于Fluent二次开发的布袋除尘器数值模拟研究

基于Fluent二次开发的布袋除尘器数值模拟研究

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为克服传统多孔跃升模型会混淆布袋内外流体湍流的不足,在采用Darcy渗流理论计算过滤速度基础上,通过Fluent软件二次开发,提出了新的仿真布袋除尘器内烟气流场的高精度数值模型.模拟了武钢某电厂锅炉侧进风式布袋除尘设备.结合物理场云图研究布袋渗流流量的分布情况,并与传统多孔压力跃升面模型对比.结果表明,新模型将布袋视为两侧表面分别带有质量源和汇的壁面,真实再现了除尘器布袋区湍流流场,因而准确地反映了气流在各滤袋的渗透情况.此外,武钢布袋除尘器采用多孔迎风挡板与侧导板组合的导流方案,各滤袋流量分布情况良好,相对偏差小于3.5%.新模型为布袋除尘器流场数值模拟提供了新的选择.
Numerical Modeling for Bag Filter Device Based on Secondary Development of Fluent Software
In order to overcome the shortcoming of traditional Porous Jump model in confusing fluid turbulence inside and outside the bags,with the filtration velocity of filter bags calculated by the Darcy seepage theory,a novel numerical model of high precision was proposed for the flue gas flow field in filter bag device through the secondary development of Fluent software.The bag filter with a lateral inlet of a power plant boiler in Wuhan Iron and Steel Co.Ltd.was simulated with the novel model,and the seepage flow distribution among bags was studied with the physical field contours.Besides,the comparison against the traditional Porous Jump model was performed.The results show that the proposed novel model,treating the bags as a wall with a mass source or sink on its two sides,takes the influence of filter bags on turbulence development into full consideration and reproduces the real turbulent flow in the filter-bag zone,resulting in that the infiltration behavior of filter bags is correctly reflected.In addition,with the combination of porous windward baffles and side guide plates,the studied filter device is observed to take a good flow distribution among different filter bags,with the relative deviation of less than 3.5%.It is concluded that the proposed model provides a new choice for numerical simulation of flow field in bag filter.

bag filter deviceseepage uniformityturbulence flownumerical simulationfluent secondary development

胡傲、宋兴州、高咏辉、吴辉、游永华

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宝武水务科技有限公司武汉分公司,武汉 430080

武汉科技大学耐火材料与冶金国家重点实验室,武汉 430070

布袋除尘器 渗透均匀性 湍流 数值模拟 Fluent二次开发

2024

科技和产业
中国技术经济学会

科技和产业

影响因子:0.361
ISSN:1671-1807
年,卷(期):2024.24(16)