基于浸没光滑有限元模型(immersed smooth finite element model,IS-FEM),计算球形与非球形颗粒曳力系数。设计颗粒曳力图像测量试验,验证IS-FEM模拟精度。颗粒相的运动行为基于连续介质理论的光滑有限元法求解;流体控制方程通过特征分...基于浸没光滑有限元模型(immersed smooth finite element model,IS-FEM),计算球形与非球形颗粒曳力系数。设计颗粒曳力图像测量试验,验证IS-FEM模拟精度。颗粒相的运动行为基于连续介质理论的光滑有限元法求解;流体控制方程通过特征分解的半隐式有限元法求解;颗粒与流体相通过非贴体网格交换数据。结果表明,球形颗粒流场特征对称分布,非球形颗粒稳定沉降时长轴与重力方向垂直。不同雷诺数下球形颗粒的曳力系数计算值与Stokes曳力系数一致,非球形颗粒曳力系数高于等效球形颗粒,IS-FEM计算值与沉降试验吻合良好。展开更多
The sedimentation of slender particles with different densities in stagnant Newtonian fluid was studied Different from former studies based on the concept of sphericity, the drag coefficient of slender particles is qu...The sedimentation of slender particles with different densities in stagnant Newtonian fluid was studied Different from former studies based on the concept of sphericity, the drag coefficient of slender particles is quantitatively correlated with the orientation and Reynolds number based on the particle cylindrical diameter With the aid of Galileo number,the particle cylindrical diameter, the proposed correlation represents very well the experimental data with aspect ratios, orientations, particle material and fluid properties in wide展开更多
文摘基于浸没光滑有限元模型(immersed smooth finite element model,IS-FEM),计算球形与非球形颗粒曳力系数。设计颗粒曳力图像测量试验,验证IS-FEM模拟精度。颗粒相的运动行为基于连续介质理论的光滑有限元法求解;流体控制方程通过特征分解的半隐式有限元法求解;颗粒与流体相通过非贴体网格交换数据。结果表明,球形颗粒流场特征对称分布,非球形颗粒稳定沉降时长轴与重力方向垂直。不同雷诺数下球形颗粒的曳力系数计算值与Stokes曳力系数一致,非球形颗粒曳力系数高于等效球形颗粒,IS-FEM计算值与沉降试验吻合良好。
文摘The sedimentation of slender particles with different densities in stagnant Newtonian fluid was studied Different from former studies based on the concept of sphericity, the drag coefficient of slender particles is quantitatively correlated with the orientation and Reynolds number based on the particle cylindrical diameter With the aid of Galileo number,the particle cylindrical diameter, the proposed correlation represents very well the experimental data with aspect ratios, orientations, particle material and fluid properties in wide
