总览 评价 肖建华 * ( 河南理工大学
) 摘要: For the fluid flow in pipes, when the friction of pipe wall is big enough the velocity near the wall will significantly smaller than the flow velocity in the pipe center
This will cause the material volume elements of fluid rotate along the tangent direction of circular pipe wall
The intrinsic rotation angle of such a local rotation is a function of radium from the pipe center where the viscosity parameter of fluid plays an essential role
This local intrinsic rotation not only produces an additional pressure field, but also produces turbulence when the transportation distance is big enough
This result is gained based on the Chen’s S+R decomposition of deformation gradient theorem
For the fluid flow problem, the related motion equations established on Chen’s rational mechanics theory is used in this paper
The theoretic equations are compared with traditional fluid motion equations
Traditional fluid motion equations (Navier-Stokes equation) are correct for non-symmetric stress fields, but they do not supply reasonable equations for the asymmetric stress fields
This is the essential disadvantage for the tradition fluid dynamics theory to predict the local rotation and the possibility of turbulent flow in the simple case of pipe flow problem
This research shows that the new theoretic formulation may be valuable to explain complex flow phenomena
关键词: turbulence, local rotation, asymmetric stress, motion equation, velocity gradient decomposition Xiao Jianhua * ( Henan Polytechnic University
) Abstract: For the fluid flow in pipes, when the friction of pipe wall is big enough the velocity near the wall will significantly smaller than the flow velocity in the pipe center
This will cause the material volume elements of fluid rotate along the tangent direction of circular pipe wall
The intrinsic rotation angle of such a local rotation is a function of radium from the pipe center where the viscosity parameter of fluid plays an essential role
This local intrinsic rotation not only produces an additional pressure field, but also produces turbulence when the transportation distance is big enough
This result is gained based on the Chen’s S+R decomposition of deformation gradient theorem
For the fluid flow problem, the related motion equations established on Chen’s rational mechanics theory is used in this paper
The theoretic equations are compared with traditional fluid motion equations
Traditional fluid motion equations (Navier-Stokes equation) are correct for non-symmetric stress fields, but they do not supply reasonable equations for the asymmetric stress fields
This is the essential disadvantage for the tradition fluid dynamics theory to predict the local rotation and the possibility of turbulent flow in the simple case of pipe flow problem
This research shows that the new theoretic formulation may be valuable to explain complex flow phenomena
Keywords: turbulence, local rotation, asymmetric stress, motion equation, velocity gradient decomposition 下载PDF阅读器 PDF全文下载: 初稿 ( 217 ) 作者简介: 通信联系人: 【收录情况】 中国科技论文在线: 肖建华
圆管中管壁摩擦引起的湍流[EB/OL]
北京:中国科技论文在线
[2007-09-04]
http://www
paper
edu
cn/releasepaper/content/200709-32