In the attached file, a very interesting article on nanofluids in two phases.

There is a good study on Magnetohydrodynamic mixed convection Cu-Water nanofluid in a vertical channel by A. Raisi, S.M. Aminossadati and B. Ghasemi. I suggest you take a look at it, it can help you.

Thanks

In the attached file, a very interesting article on nanofluids in two phases.

Dear Fateh Mebarek-Oudina:

Many thanks for promote my article. By the way, in attachment, please also find one of my paper related to MHD  in nano fluids.

Dear Fateh Mebarek-Oudi

 I will be posting my comprehensive comments in due course of time. thank you for making me part of pertinent discussion.

Best regards,

Paresh Vyas

Dear Reza,

This kind of research interest me and i wants to collaborate with you in the future .

Best regards

Fateh

Dear Paresh 

Thank you to be part of this discussion.

Best regards

Fateh

Sry sir, not my area of expertise.

The study of magnetic field effects has considerable interest in the technical fields due to its applications in industrial technology. These applications include MHD power generators, cooling of nuclear reactors, liquid metal flow control, micro MHD pumps, high temperature plasmas, biological transportation, drying processes and solidification of binary alloy etc. To achieve improved heat transfer performance of such applications the use of nanofluids with higher thermal conductivities can be considered as a working medium.

The onset of transient Soret-driven MHD convection confined within a Hele-Shaw cell with nanoparticles suspension, Journal of the Taiwan Institute of Chemical Engineers (2015) http://dx.doi.org.10.1016/j.jtice.2015.07.008

Thermal instability in a nanofluid layer with vertical magnetic field, Journal of Engineering Mathematics 80 (2013), 147–164

Magneto-convection in a rotating layer of nanofluid, Asia-Pacific Journal of Chemical Engineering 9 (2014), 663–677

Influence of magnetic field on the onset of nanofluid convection induced by purely internal heating, Computers and Fluids (2015). http://dx.doi.org.10.1016/j.compfluid.2015.07.024

Dear Yadav,

Thank you for the interesting information regarding the application of the magnetic field and for these selected papers.

Best Regards.

Fateh

Dear Fateh,

I believe that Diesel Engine Cooling in Hot Atmosphere working may be an excellent applications of nanofluids. Because that practical applications, i believe that a lot of corporations and scientist may cooperate. Personally I wait for a collaboration in that area.

Kind Regards

Ian Shyn   

Dear Ioan Sorin,

Thank you very much for this interesting post.

 In this case, the Diesel Engine Cooling is an excellent applications of nanofluids. It is possible to study this case under a magnetic field ?

Best regards

Nanofluids have excellent application in the Medical field.

Dear Professor Dr

Some of my papers in MHD and Fluid dynamics

1- A. R. Seadawy, Fractional solitary wave solutions of the

nonlinear higher-order extended KdV equation in a stratified

 shear flow: Part I, Comp. and Math. Appl. \textbf{70} (2015)

 345–352.

2- Khater, A. H., Callebaut D. K., Malfliet, W. and Seadawy A. R., Nonlinear Dispersive

Rayleigh-Taylor Instabilities in Magnetohydro-dynamic Flows,

Physica Scripta, 64 (2001) 533-547.

3- Khater, A. H., Callebaut D.

K. and Seadawy A. R., "Nonlinear Dispersive Kelvin-Helmholtz

Instabilities in Magnetohydrodynamic Flows" Physica Scripta, 67

(2003) 340-349.

4- A.R. Seadawy, Exact solutions of a two-dimensional

nonlinear Schrodinger equation, Appl. Math. Lett. 25 (2012) 687.

5- A.R. Seadawy, Stability analysis for Zakharov-Kuznetsov equation of weakly

nonlinear ion-acoustic waves in a plasma, Computers and

Mathematics with Applications 67 (2014) 172-180.

6- A.R. Seadawy, Stability analysis for two-dimensional ion-acoustic waves in

quantum plasmas, PHYSICS OF PLASMAS 21 (2014) 052107.

7- Helal, M. A. and  Seadawy A. R., Variational method for the

derivative nonlinear Schrodinger equation with computational

applications, Physica Scripta, 80, (2009) 350-360.

8- Helal, M. A. and  Seadawy A. R., Exact

soliton solutions of an D-dimensional nonlinear Schrodinger

equation with damping and diffusive terms, Z. Angew. Math. Phys.

(ZAMP) 62 (2011), 839-847.

9-  Khater, A. H., Callebaut D. K. and Seadawy A. R., General

soliton solutions of an n-dimensional Complex Ginzburg-Landau

equation, Physica Scripta, Vol. 62 (2000) 353-357.

10- Khater, A. H., Helal M. A. and Seadawy A. R.,

General soliton solutions of n-dimensional nonlinear Schrodinger

equation" IL Nuovo Cimento 115B, (2000) 1303-1312.

11-  Khater, A. H., Callebaut D. K., Helal, M. A. and  Seadawy A.

R., Variational Method for the Nonlinear Dynamics of an Elliptic

Magnetic Stagnation Line, The European Physical Journal  D, 39,

(2006) 237-245.

12-  Khater, A. H., Callebaut D. K.,

Helal, M. A. and  Seadawy A. R., General Soliton Solutions for

Nonlinear Dispersive Waves in Convective Type Instabilities,

Physica Scripta, 74, (2006) 384.

13- Seadawy A. R., Three-dimensional nonlinear modified Zakharov–Kuznetsov

equation of ion-acoustic waves in a magnetized plasma, Computers

and Mathematics with Applications 71 (2016) 201-212.

14- M.A. Helal and A.R. Seadawy, Benjamin-Feir-instability in

nonlinear dispersive waves, Computers and Mathematics with

Applications 64 (2012) 3557-3568.

15- Seadawy, A.R., and El-Rashidy, K., Traveling wave solutions for some coupled nonlinear

evolution equations by using the direct algebraic method, Math.

and Comp. model. \textbf{57} (2013) 1371.

16- A. R. Seadawy, New exact solutions for the KdV equation with higher  order nonlinearity

by using the variational method, Comp. and Math. Appl. 62 (2011)

3741-3755.

17- Seadawy A. R, Stability analysis solutions for nonlinear

three-dimensional modified Korteweg-de Vries-Zakharov-Kuznetsov

equation in a magnetized electron-positron plasma" Physica A:

Statistical Mechanics and its Applications  Physica A 455 (2016)

44-51.

18- A.R. Seadawy, Nonlinear wave solutions of the three-dimensional

Zakharov–Kuznetsov–Burgers equation in dusty plasma, Physica A

439 (2015) 124–131.

19- A.R. Seadawy, Stability analysis of traveling wave

solutions for generalized coupled nonlinear KdV equations, Appl.

Math. Inf. Sci. 10 (1) (2016) 209–214.

Dear @Ali, Thanks for your contribution.

Where is your contribution about nonofluids?

Regards

Please see these latest papers:

https://www.researchgate.net/publication/327838974_Numerical_Simulation_of_Oscillatory_MHD_Natural_Convection_in_Cylindrical_Annulus_Prandtl_Number_Effect

https://www.researchgate.net/publication/328359891_Convective_heat_transfer_of_Titania_nanofluids_of_different_base_fluids_in_cylindrical_annulus_with_discrete_heat_source

https://www.researchgate.net/publication/333089496_Magnetohydrodynamic_flow_of_molybdenum_disulfide_nanofluid_in_a_channel_with_shape_effects

https://www.researchgate.net/publication/327755454_MHD_Slip_flow_of_Cu-Kerosene_Nanofluid_in_a_Channel_with_Stretching_Walls_using_3-stage_Lobatto_IIIA_formula?_sg=5FF1OAuNvEwXwWJDhLrj6QyZbtQymPrT10q7rByDSUGl3-MecZJnO6TzboLxbdlIAbJZge0WThvT4r7bZNARqznqnAXaYm0Rr7V0mcG3.99VszPsAW8XUmngyk2MD5qjy1H4YX_uiciVJcB9-o6w0xU_dJmfg5FJUZTHeyo8txtFE-nmuCyJYvKL1UBrODw

Good read

Best regards