Analysis of entrance region flow of Bingham nanofluid in concentric annuli with rotating inner cylinder

Micro & nano letters

article

Selvam Mullai Venthan¹  Isaac Jayakaran Amalraj¹  Ponnusamy Senthil Kumar² 

[1] Department of Mathematics, SSN College of Engineering;Department of Chemical Engineering, SSN College of Engineering;SSN-Centre for Radiation, Environmental Science and Technology (SSN-CREST), SSN College of Engineering

关键词: non-Newtonian flow;    silver;    nanoparticles;    non-Newtonian fluids;    finite difference methods;    confined flow;    boundary layers;    nanofluidics;    copper;    rotational flow;    water;    Bingham nanofluid;    cylindrical concentric annuli;    Bingham fluid;    finite-difference analysis;    radial velocity components;    tangential velocity components;    momentum equations;    finite difference method;    nonNewtonian flow parameters;    volume fraction parameters;    Prandtl boundary layer;    Ag-H2O;    Cu-H2O;   

DOI  :  10.1049/mnl.2019.0437

学科分类：计算机科学（综合）

来源: Wiley

【 摘 要 】

This work analyses the entrance region flow of Bingham nanofluids in cylindrical concentric annuli. In this discussion, water is used as the base fluid which is embedded with the silver(Ag) and copper(Cu) nanoparticles coalescing with Bingham fluid. The investigation has been carried out by rotating the inner cylinder, while the outer cylinder is assumed to be at rest. A finite-difference analysis is used to obtain the axial, radial, tangential velocity components and the pressure along the radial direction. With the Prandtl's boundary layer assumptions, the continuity and momentum equations are solved iteratively using a finite difference method. Computational results are obtained for various non-Newtonian flow parameters, different volume fraction parameters and geometrical considerations. This work's main interest is to study the development of velocity profiles and pressure drop in the entrance region of the annuli. The present results are compared with the results available in the literature for various particular cases and it is found to be in good agreement.

【 授权许可】

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