6533b7cffe1ef96bd1259831

RESEARCH PRODUCT

Numerical Study of Forced MHD Convection Flow and Temperature Around Periodically Placed Cylinders

Harijs KalisMaksims Marinaki

subject

Physics::Fluid DynamicsElectromagnetic fieldPhysicsCombined forced and natural convectionHeat transferFinite differenceBoundary value problemMagnetohydrodynamic driveMechanicsMagnetohydrodynamicsOpen-channel flow

description

In this paper we consider 2D stationary boundary value problems for the system of magnetohydrodynamic (MHD) equations and the heat transfer equation. The viscous electrically conducting incompressible liquid moves between infinite cylinders with square or round sections placed periodically. We also consider similar 2D MHD channel flow with periodically placed obstacles on the channel walls. We analyse the 2D forced and free MHD convection flow and temperature around cylinders and obstacles in homogeneous external magnetic field. The cylinders, obstacles and walls of the channel with constant temperature are heated. The distributions of electromagnetic fields, forces, velocity and temperature fields have been calculated using the method of finite differences.

yearjournalcountryeditionlanguage
2016-01-01
https://doi.org/10.1007/978-3-319-23413-7_155