In this study the injective micropolar flow in a porous channel is investigated.The flow is driven by suction or injection on the channel walls,and the micropolar model is used to describe the working fluid.This probl...In this study the injective micropolar flow in a porous channel is investigated.The flow is driven by suction or injection on the channel walls,and the micropolar model is used to describe the working fluid.This problem is mapped into the system of nonlinear coupled differential equations by using Berman's similarity transformation.These are solved for large mass transfer via Adomian decomposition method(ADM).Also the numerical method is used for the validity of this analytical method and excellent agreement is observed between the solutions obtained from ADM and numerical results.Trusting this validity,effects of some other parameters are discussed.It can be seen that increasing in the value of N_(1) have different results in comparison with N_(2).展开更多
In this paper,the errata for a published paper,titled“Application of Adomian decomposition method for micropolar flow in a porous channel,authored by F.Shakeri Aski,Seyed Jalal Nasirkhani,E.Mohammadian,A.Asgari,in th...In this paper,the errata for a published paper,titled“Application of Adomian decomposition method for micropolar flow in a porous channel,authored by F.Shakeri Aski,Seyed Jalal Nasirkhani,E.Mohammadian,A.Asgari,in the journal of Propulsion and Power Research 3(1)(2014)15-21”,were presented.Since micropolar flow in a porous channel attracts considerable research interest,it is necessary to correct the minor typo errors in the boundary conditions of the medium.This should be said that the typo errors have not affected the results because the correct boundary conditions have been applied in the written maple code.There is just a typo error in the written boundary conditions in the paper.展开更多
文摘In this study the injective micropolar flow in a porous channel is investigated.The flow is driven by suction or injection on the channel walls,and the micropolar model is used to describe the working fluid.This problem is mapped into the system of nonlinear coupled differential equations by using Berman's similarity transformation.These are solved for large mass transfer via Adomian decomposition method(ADM).Also the numerical method is used for the validity of this analytical method and excellent agreement is observed between the solutions obtained from ADM and numerical results.Trusting this validity,effects of some other parameters are discussed.It can be seen that increasing in the value of N_(1) have different results in comparison with N_(2).
文摘In this paper,the errata for a published paper,titled“Application of Adomian decomposition method for micropolar flow in a porous channel,authored by F.Shakeri Aski,Seyed Jalal Nasirkhani,E.Mohammadian,A.Asgari,in the journal of Propulsion and Power Research 3(1)(2014)15-21”,were presented.Since micropolar flow in a porous channel attracts considerable research interest,it is necessary to correct the minor typo errors in the boundary conditions of the medium.This should be said that the typo errors have not affected the results because the correct boundary conditions have been applied in the written maple code.There is just a typo error in the written boundary conditions in the paper.
