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作 者:Ali Aamir Asghar S Awais M
机构地区:[1]Department of Mathematics,COMSATS Institute of Information Technology,Attock 43600,Pakistan [2]Department of Mathematics,COMSATS Institute of Information Technology,Islamabad 44000,Pakistan [3]Department of Mathematics,King Abdulaziz University,Jeddah 21432,Saudi Arabia
出 处:《Journal of Central South University》2017年第7期1654-1662,共9页中南大学学报(英文版)
摘 要:In this investigation,we have studied the peristaltic fluid flow in an asymmetric channel with convective walls.Fourth grade fluid model has been utilized in view of the fact that the results of all other differential type models can be deduced as the special case.Combined effects of heat and mass transfer are considered.The thermophoresis effects occur in the energy equation.Convective heat and mass boundary conditions have been given special attention.Long wave length and low Reynolds number approximations are utilized for the simplifications.Approximate analytic solutions for the velocity,temperature and concentration profiles are calculated using perturbation technique and elaborated in the form of graphical observations for various physical quantities.In this investigation, we have studied the peristaltic fluid flow in an asymmetric channel with convective walls. Fourth grade fluid model has been utilized in view of the fact that the results of all other differential type models can be deduced as the special case. Combined effects of heat and mass transfer are considered. The thermophoresis effects occur in the energy equation. Convective heat and mass boundary conditions have been given special attention. Long wave length and low Reynolds number approximations are utilized for the simplifications. Approximate analytic solutions for the velocity, temperature and concentration profiles are calculated using perturbation technique and elaborated in the form of graphical observations for various physical quantities.
关 键 词:FOURTH GRADE fluid CONVECTIVE boundary conditions pumping and TRAPPING PERISTALSIS
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