Numerical solutions of liquid metal flows by incompressible magneto‐hydrodynamics with heat transfer
K Şentürk, M Tessarotto, N Aslan - International journal for …, 2009 - Wiley Online Library
K Şentürk, M Tessarotto, N Aslan
International journal for numerical methods in fluids, 2009•Wiley Online LibraryA two‐dimensional incompressible magneto‐hydrodynamic code is presented in order to
solve the steady state or transient magnetized or neutral convection problems with the effect
of heat transfer. The code utilizes a numerical matrix distribution scheme that runs on
structured or unstructured triangular meshes and employs a dual time‐stepping technique
with multi‐stage Runge–Kutta algorithm. The code can be used to simulate the natural
convection with internal heat generation and absorption and nonlinear time‐dependent …
solve the steady state or transient magnetized or neutral convection problems with the effect
of heat transfer. The code utilizes a numerical matrix distribution scheme that runs on
structured or unstructured triangular meshes and employs a dual time‐stepping technique
with multi‐stage Runge–Kutta algorithm. The code can be used to simulate the natural
convection with internal heat generation and absorption and nonlinear time‐dependent …
Abstract
A two‐dimensional incompressible magneto‐hydrodynamic code is presented in order to solve the steady state or transient magnetized or neutral convection problems with the effect of heat transfer. The code utilizes a numerical matrix distribution scheme that runs on structured or unstructured triangular meshes and employs a dual time‐stepping technique with multi‐stage Runge–Kutta algorithm. The code can be used to simulate the natural convection with internal heat generation and absorption and nonlinear time‐dependent evolution of heated and magnetized liquid metals exposed to external fields. Copyright © 2008 John Wiley & Sons, Ltd.
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