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BEM Solution of MHD Flow in a Semi İnfinite Channel with Variable Wall Conductivity
Date
2016-05-19
Author
Tezer, Münevver
Bozkaya, Canan
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https://hdl.handle.net/11511/81711
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BEM Solution of MHD flow in a semi infinite channel with variable wall conductivity
Tezer, Münevver; Bozkaya, Canan (2016-05-19)
BEM solution of MHD flow in a pipe coupled with magnetic induction of exterior region
Tezer, Münevver (2013-05-01)
In this paper, numerical solutions are presented for the MHD flow in a pipe surrounded by an electrically conducting medium, and under the influence of a transverse magnetic field. The boundary element method is used which discretizes only the pipe wall and is suitable for the infinite exterior region. Coupled MHD equations for the velocity and induced magnetic field inside the pipe, and the induced magnetic field equation for the outside medium are solved simultaneously taking into account also coupled bou...
Bem Solution Of Mhd Flows İn Coupled Ducts
Bozkaya, Canan(2012-12-31)
Bu projede viskoz, sıkıştırılamaz ve elektrikçe iletken bir sıvının ortadan bir bariyer ile ayrılmış dikdörtgen bir kanaldaki magnetohidrodinamik akımı incelenecektir. Bariyer kısmen elektrikçe iletken, kısmen yalıtkan olarak kabul edilmiştir ve kanalın dışında bir manyetik alan etkisi bulunmaktadır. Kanalın iki ayrı kısmında tanımlanan ve sıvının hızları ile indüklenmiş manyetik alanları bilinmeyen olarak içeren kuple denklemler, sınır koşulları ile birbirine bağlantılıdır ve çözümde bunlar zorluklar içerm...
BEM solution of transient magnetohydrodynamic flows in ducts
Fendoğlu, Hande; Bozkaya, Canan; Tezer, Münevver (2017-09-30)
The present study focuses on the boundary type method solution of the magnetohydrodynamic (MHD) ow which is governed by the nonlinear convection-diusion type equations coupled in velocity and magnetic eld. The numerical method is based on the use of boundary element method (BEM) with two dierent formulations, namely domain BEM (DBEM) and dual reciprocity BEM (DRBEM) in the spatial discretization; and a backward nite dierence scheme is adopted for the time integration. The obtained DBEM and DRBEM resul...
BEM solution of unsteady convection-diffusion type fluid flow problems
Fendoğlu, Hande; Bozkaya, Canan; Department of Mathematics (2020)
The time-dependent convection-diffusion-reaction (CDR) type equations with constant and variable convective coefficients are solved by using two different boundary element methods (BEM), namely dual reciprocity BEM (DRBEM) and domain BEM (DBEM), in the spatial discretization while an implicit backward finite difference scheme is used in time. In the applications of DRBEM and DBEM, the fundamental solutions of both CDR equation and the modified Helmholtz (mH) equation are made use of. This results in some le...
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M. Tezer and C. Bozkaya, “BEM Solution of MHD Flow in a Semi İnfinite Channel with Variable Wall Conductivity,” 2016, Accessed: 00, 2021. [Online]. Available: https://hdl.handle.net/11511/81711.
