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动水环境中射流喷角对射流特性影响数值模拟 被引量:3
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作者 周丰 梁书秀 孙昭晨 《大连理工大学学报》 EI CAS CSCD 北大核心 2007年第4期583-588,共6页
在应力代数模型基础上引入密度状态方程建立了变密度的各向异性湍浮力射流模型,并给出了浮力系数的简单计算式.对存在密度差的射流进行了数值计算,所得轨迹线与实验结果吻合良好.应用有限体积法对流动环境中不同喷角二维立面射流流场特... 在应力代数模型基础上引入密度状态方程建立了变密度的各向异性湍浮力射流模型,并给出了浮力系数的简单计算式.对存在密度差的射流进行了数值计算,所得轨迹线与实验结果吻合良好.应用有限体积法对流动环境中不同喷角二维立面射流流场特性进行了数值分析,对涡心及分离点位置与喷角关系的结果分析表明喷角为90°时回流区域最大.提出了面积湍动能kA概念,以此分析了流体间的掺混强度与喷角间的关系,结果表明喷角为90°时最有利于射流水体与环境水体间的掺混. 展开更多
关键词 射流 变密度 应力代数模型 浮力系数 涡心点 面积湍动能
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Numerical simulation on influence of jet angle on jet's characteristics in flowing ambient fluid
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作者 周丰 孙昭晨 梁书秀 《Journal of Harbin Institute of Technology(New Series)》 EI CAS 2008年第4期528-534,共7页
Based on the stress-algebraic model, the turbulent buoyant jet with variable density was studied by the relation between density and concentration. A simple expression for buoyancy coefficient was proposed. The govern... Based on the stress-algebraic model, the turbulent buoyant jet with variable density was studied by the relation between density and concentration. A simple expression for buoyancy coefficient was proposed. The governing equations of turbulent buoyant jet with variable density were closed by introducing the expression of β and the relation between density and concentration. Numerical results for the jet axis with density difference agree well with experimental ones. By finite volume method, the 2 - D vertical jet's flow field with different jet angles was studied. The analysis of the relation among the vortex center, the position of separation point and jet angles shows that the circumfluenee field is the largest when the jet angle is 90°. The area turbulent kinetic energy ka is proposed and the relationship between mixing intensity and jet angles is analyzed based on it. Results show that the jet angle of is the optimum condition for jet water mixing with environment water;and the reduced rate of difference between the centerline density of jet and the density of ambient water is the largest at the jet angle of 90°. 展开更多
关键词 jet angle stress-algebraic model with variable density vortex center point separation point areaturbulent kinetic energy
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