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Inclined magnetic field and variable viscosity effects on bioconvection of Casson nanofluid slip flow over non linearly stretching sheet

作     者:Noman Sarwar Muhammad Imran Asjad Sajjad Hussain Md.Nur Alam Mustafa Inc 

作者机构:Department of MathematicsUniversity of Management and TechnologyLahore54770Pakistan School of Aerospace and Mechanical EngineeringNanyang Technological University639798Singapore Department of MathematicsPabna University of Science and TechnologyPabna-6600Bangladesh Department of MathematicsScience FacultyFirat University23119ElazigTurkey 

出 版 物:《Propulsion and Power Research》 (推进与动力(英文))

年 卷 期:2022年第11卷第4期

页      面:565-574页

核心收录:

学科分类:07[理学] 0701[理学-数学] 070101[理学-基础数学] 

基  金:the University of Management and Technology Lahore Pakistan for facilitating and affirming this research study 

主  题:Variable viscosity Bioconvection Inclined field Casson fluid Nonlinearly Stretching sheet Convective boundary Velocity slip Varying viscosity 

摘      要:In pursuit of improved thermal transportation,the slip flow of Casson nanofluid is considered in the existence of an inclined magnetic field and radiative heat flux flow over a nonlinear stretching *** viscosity of the fluid is considered as a function of temperature along with the convective thermal boundary *** solutions are obtained via Runge-Kutta along with the shooting technique method for the chosen boundary values *** see the physical insights of the problem,some graphs are plotted for various flow and embedded parameters on temperature function,micro-organism distribution,velocity,and volume fraction of nanoparticles.A decline is observed in the velocity and the temperature for Casson *** and Brownian motion incremented the temperature *** is also found that thermal transportation can be enhanced in the presence of nanoparticles and the bioconvection of *** results are useful in the various sectors of engineering and for heat exchangers working in various technological *** main findings of the problem are validated and compared with those in the existing literature as a limiting case.

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