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基于格子—玻尔兹曼方法的裂缝导流能力流固耦合 被引量:1
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作者 徐加祥 丁云宏 +3 位作者 杨立峰 刘哲 高睿 王臻 《大庆石油地质与开发》 CAS CSCD 北大核心 2020年第4期94-100,共7页
为了定量研究不同类型支撑剂填充裂缝的导流能力及其影响因素,借助离散元方法构建了不同粒径范围内支撑剂在不同缝宽裂缝中的堆积模型,利用耦合的固体力学和格子—玻尔兹曼方法,分析了在闭合压力作用下支撑剂在水力裂缝中的嵌入程度及... 为了定量研究不同类型支撑剂填充裂缝的导流能力及其影响因素,借助离散元方法构建了不同粒径范围内支撑剂在不同缝宽裂缝中的堆积模型,利用耦合的固体力学和格子—玻尔兹曼方法,分析了在闭合压力作用下支撑剂在水力裂缝中的嵌入程度及缝宽变化,并以此为基础研究了支撑剂粒径和裂缝缝宽对水力裂缝渗透率和导流能力的影响。通过与实验数据进行对比验证了模型的准确性。模拟结果表明,随着初始缝宽的减小和支撑剂粒径的增大裂缝缝宽的减小程度不断增大,最大减小了31.95%,且初始缝宽对其影响较支撑剂粒径更为显著;水力裂缝的渗透率随着缝宽的减小和支撑剂粒径的增大而增大,但是随之应力敏感性更强,闭合压力作用下裂缝渗透率最大减小了93.37%;具有较高渗透率的窄裂缝,其导流能力相对于宽裂缝反而更小,说明相对于裂缝渗透率,裂缝宽度是影响裂缝导流能力的主要因素。 展开更多
关键词 支撑剂 导流能力 嵌入程度 离散元方法 格子—玻尔兹曼方法
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Numerical simulation of dynamic process for liquid film spreading by lattice Boltzmann method and its experimental verification 被引量:2
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作者 刘邱祖 寇子明 韩振南 《Journal of Central South University》 SCIE EI CAS 2014年第8期3247-3253,共7页
Combined with the kinetic model of liquid film spreading, a new numerical method of solid-liquid-gas three-phase flow was developed for the moving of contact line, which was a hybrid method of computational fluid dyna... Combined with the kinetic model of liquid film spreading, a new numerical method of solid-liquid-gas three-phase flow was developed for the moving of contact line, which was a hybrid method of computational fluid dynamics and lattice Boltzmalm method (LBM). By taking the effect of molecule force in droplet and the wall surface on liquid film into account, the changing law of contact angle with different surface tensions was analyzed on glass and aluminum foil surfaces. Compared with experimental results, the standard deviation by using LBM is less than 0.5°, which validates the feasibility of LBM simulation on the dynamic process of liquid film spreading. In addition, oscillations are discovered both at the initial and end phases. The phenomenon of retraction is also found and the maximum retraction angle is 7.58°. The obtained result shows that the retraction is proved to be correlative with precursor film by tracking the volume change of liquid film contour. Furthermore, non-dimensional coefficient 2 is introduced to measure the liquid film retraction capacity. 展开更多
关键词 liquid film spreading contact angle lattice Boltzmann method (LBM) retraction phenomenon numerical simulation
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Thermal performance analysis of building construction with insulated walls in summer days and nights 被引量:2
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作者 CHEN Ya-bin PEI Xing-wang HAN Bing-zheng 《Journal of Central South University》 SCIE EI CAS CSCD 2021年第11期3613-3625,共13页
In the present study,the insulation mechanism of building walls during the summer days and nights is investigated with a realistic approach to enhance their performance.A fiber layer,as a porous medium with air gaps,i... In the present study,the insulation mechanism of building walls during the summer days and nights is investigated with a realistic approach to enhance their performance.A fiber layer,as a porous medium with air gaps,is used along the wall layers to decrease the energy loss.Meanwhile,the radiation heat flux variation during five days in a row has been considered for each side of the building,and it is tried to reach the optimum values for geometrical factors and find suitable insulation for each side of the building.A lattice Boltzmann method(LBM) based code is developed to simulate the actual chain of the heat transfer which consists of radiation,conduction,forced and natural convection combination within wall layers including fiber porous insulation.The results indicate that for the current insulation model,the effect of natural convection on the heat transfer is not negligible and the existence of the porous layer has caused a positive impact on the heat loss reduction by decreasing the circulation speed.Also,by using the optimum location and thickness for the insulation layer,it is showed that each side of the building has different rates of energy loss during a day,and for the appropriate insulation,they need to be evaluated separately. 展开更多
关键词 performance enhancement building insulation radiation/convection/conduction combination lattice Boltzmann method(LBM)
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