On the Generalized Brinkman Number Definition and Its Importance for Bingham Fluids

P. M. Coelho; J. C. Faria

首页> 外文期刊>Journal of Heat Transfer >On the Generalized Brinkman Number Definition and Its Importance for Bingham Fluids

【24h】

On the Generalized Brinkman Number Definition and Its Importance for Bingham Fluids

机译：关于Brinkham流体的广义Brinkman数定义及其重要性

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

In this technical note we discuss the importance of using a generalized Brinkman number definition for laminar pipe flow of a Bingham fluid, when viscous dissipation effects are relevant. We show that adapting the Brinkman number definition commonly used for Newtonian fluids directly to the more general class of non-Newtonian fluids does not calculate correctly the ratio between heat generated by viscous dissipation and heat transfer at the wall and leads to a distortion of the graphical representation of the Nusselt number, Nu, rendering difficult, if not impossible, the comparisons of the Nu behavior between different Brinkman numbers. The use of the proposed generalized Brinkman number removes these problems and simultaneously it has the merit of being independent of any reference apparent viscosities. Keywords: Bingham fluid; viscous dissipation; convective heat transfer; generalized Brinkman number; duct flows

机译：在本技术说明中，我们讨论了在粘性耗散效应相关的情况下，对于宾厄姆流体的层流管道使用广义Brinkman数定义的重要性。我们显示，直接将通常用于牛顿流体的Brinkman数定义直接适应于更通用的非牛顿流体类别，并不能正确地计算出粘性耗散产生的热量与壁上的热传递之间的比率，并导致图形失真Nusselt数Nu的表示，很难甚至不可能对不同Brinkman数之间Nu的行为进行比较。所建议的广义布林克曼数的使用消除了这些问题，并且同时具有独立于任何参考表观粘度的优点。关键词：宾汉流体粘性耗散；对流换热；广义布林克曼数风管流量

著录项

来源
《Journal of Heat Transfer》 |2011年第5期|p.166-169|共4页
作者
P. M. Coelho; J. C. Faria;
展开▼
作者单位

Departamento de Engenharia Mecanica,CEFT,Faculdade de Engenharia,Universidade do Porto,Rua Dr. Roberto Frias,4200-465 Porto, Portugal;

展开▼
收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
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. Exact solutions for natural convection flows of generalized Brinkman type fluids: A Prabhakar-like fractional model with generalized thermal transport [J] . Yu-Liang Sun, Nehad Ali Shah, Zar Ali Khan, Case Studies in Thermal Engineering . 2020,第a期

机译：用于广义Brinkman型流体的自然对流流的精确解决方案：具有广义热传输的Prabhakar样型分数模型
2. Generalized Einstein's and Brinkman's solutions for the effective viscosity of nanofluids [J] . Y. O. Solyaev, S. A. Lurie, N. A. Semenov Journal of Applied Physics . 2020,第3期

机译：广义爱因斯坦和Brinkman为纳米流体的有效粘度的解决方案
3. Effects of Different Shaped Nanoparticles on the Performance of Engine-Oil and Kerosene-Oil: A generalized Brinkman-Type Fluid model with Non-Singular Kernel [J] . Farhad Ali, Aamina, Ilyas Khan, Scientific reports. . 2018,第1期

机译：不同形状的纳米颗粒对机油和煤油性能的影响：具有非奇异核的广义Brinkman型流体模型
4. Analytical Solution for Transient Flow of a Generalized Bingham Fluid with Memory in a Movable Tube Using Computer Algebra [C] . Juan Ospina, Mario Velez International Workshop on Computer Algebra in Scientific Computing(CASC 2007); 20070916-20; Bonn(DE) . 2007

机译：使用计算机代数的可移动管中具有记忆的广义宾厄姆流体瞬态流动的解析解
5. Dynamic response of poroelastic materials containing Bingham fluid: Application to electrorheological fluids. [D] . Kesan, Mete. 1997

机译：包含宾厄姆流体的多孔弹性材料的动力响应：在电流变流体中的应用。
6. Effects of Different Shaped Nanoparticles on the Performance of Engine-Oil and Kerosene-Oil: A generalized Brinkman-Type Fluid model with Non-Singular Kernel [O] . Farhad Ali, Aamina, Ilyas Khan, -1

机译：不同形状的纳米颗粒对机油和煤油性能的影响：具有非奇异核的广义Brinkman型流体模型
7. Generalized Einstein’s and Brinkman’s solutions for the effective viscosity of nanofluids [O] . Y. O. Solyaev, S. A. Lurie, N. A. Semenov 2020

机译：广义爱因斯坦和Brinkman为纳米流体的有效粘度的解决方案
8. Flow and displacement of Bingham non-Newtonian fluids in porous media. [R] . Wu, Y. S., Pruess, K., Witherspoon, P. A. 1990

机译：Bingham非牛顿流体在多孔介质中的流动和位移。

On the Generalized Brinkman Number Definition and Its Importance for Bingham Fluids

摘要

著录项

相似文献

相关主题

期刊订阅