Calculation of the Settling Velocity of Particles for the Hindered Sedimentation of Polydisperse Mixtures of Arbitrarily Shaped Solid Particles in a Newtonian Liquid

A. S. Kondratev; E. A. Naumova

首页> 外文期刊>Theoretical foundations of chemical engineering >Calculation of the Settling Velocity of Particles for the Hindered Sedimentation of Polydisperse Mixtures of Arbitrarily Shaped Solid Particles in a Newtonian Liquid

【24h】

Calculation of the Settling Velocity of Particles for the Hindered Sedimentation of Polydisperse Mixtures of Arbitrarily Shaped Solid Particles in a Newtonian Liquid

机译：牛顿液体中任意形状固体颗粒多分散混合物受阻沉降的颗粒沉降速度计算

获取原文

获取原文并翻译 | 示例

掌桥外文数据库（机构版） >>

开具论文收录证明 >>

文献代查 >>

页面导航

摘要
著录项
相似文献
相关主题

摘要

The method developed earlier for calculating the hindered settling velocity of arbitrarily shaped particles is generalized for polydisperse particle-size distributions. The calculated results are in satisfactory agreement with the experimental data on the sedimentation of bi- and trimodal mixtures of spherical glass particles.

机译：早先开发的用于计算任意形状颗粒的受阻沉降速度的方法被推广用于多分散粒度分布。计算结果与球形玻璃颗粒的双峰和三峰混合物沉降的实验数据令人满意。

著录项

来源
《Theoretical foundations of chemical engineering》 |2008年第1期|p.96-101|共6页
作者
A. S. Kondratev; E. A. Naumova;
展开▼
作者单位

Moscow State Open University, ul. Pavla Korchagina 22, Moscow, 129805 Russia;

Moscow State Open University, ul. Pavla Korchagina 22, Moscow, 129805 Russia;

展开▼
收录信息
原文格式 PDF
正文语种 eng
中图分类
关键词

相似文献

外文文献
中文文献
专利

1. Calculation of the Hindered Settling Velocity of a Bimodal Mixture of Solid Particles of Arbitrary Shape in a Newtonian Fluid [J] . A. S. Kondratev, E. A. Naumova Theoretical foundations of chemical engineering . 2007,第2期

机译：牛顿流体中任意形状的固体颗粒双峰混合物受阻沉降速度的计算
2. Hindered Settling Velocity of a Bimodal Mixture of Spherical Solid Particles in a Newtonian Fluid [J] . A. S. Kondratev, E. A. Naumova Theoretical foundations of chemical engineering . 2006,第4期

机译：牛顿流体中球形固体颗粒双峰混合物的受阻沉降速度
3. Calculation of the Velocity of Obstructed Settling of Monodisperse Solid Particles in a Newtonian Liquid [J] . A. S. Kondratev, E. A. Naumova Theoretical foundations of chemical engineering . 2004,第6期

机译：牛顿液体中单分散固体颗粒受阻沉降速度的计算
4. Estimation of the Hindered Settling Velocity of a Particlein Polydisperse Suspensions [C] . Daisuke Nishiura, Atsuko Shimosaka, Yoshiyuki Shirakawa, Annual Loss Prevention Symposium; 20060424-27; Orlando,FL(US) . 2006

机译：颗粒多分散悬浮液受阻沉降速度的估算
5. Hindered settling and hydrodynamic dispersion of suspended, non-Brownian particles [D] . Ham, John Michael. 1988

机译：悬浮的非布朗粒子的沉降和流体动力分散
6. A kinematics-based model for the settling of gravity-driven arbitrary-shaped particles on a surface [O] . Mohsen Daghooghi, Iman Borazjani 2021

机译：基于运动学的基于运动学用于在表面上沉降的重力驱动的任意形状颗粒
7. Evaluating the Performance of the Mixture Model Coupled with High and Low Reynolds Turbulence Closures in the Numerical Description of Concentrated Solid-Liquid Flows of Settling Particles [O] . R. Silva, Fernando A. P. Garcia, Pedro M. Faia, 2015

机译：在沉降颗粒浓集固液流数值描述中评价混合模型与高，低雷诺湍流闭合的性能
8. New Voidage Correlation for Liquid Fluidized Beds Containing Porous Spherical Shaped Solid Particles [R] . Snell, G. J. , Hamilton, P. , Baugh, D. 1984

机译：含多孔球形固体颗粒的液体流化床新的空隙相关性

Calculation of the Settling Velocity of Particles for the Hindered Sedimentation of Polydisperse Mixtures of Arbitrarily Shaped Solid Particles in a Newtonian Liquid

摘要

著录项

相似文献

相关主题

期刊订阅