Department of Mathematics
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Approximation of Steklov Eigenvalue Problems by Finite Difference Methods
Özalp, Mücahit; Bozkaya, Canan; Türk, Önder (2022-08-29)
Chebyshev spectral collocation method for MHD duct flow under slip condition
Bozkaya, Canan; Türk, Önder (2022-01-01)
The magnetohydrodynamic problem of a fully developed flow of an incompressible and electrically conducting fluid is solved numerically by a Chebyshev spectral collocation method in a square duct with walls of variable elec...
A BEM Approach for Time-dependent Convection-Diffusion Type Equation With Variable Coefficients
Fendoğlu, Hande; Bozkaya, Canan; Tezer, Münevver (2021-09-01)
Effects of a Rotating Cylinder on MHD Forced Convection in an Infinite Channel
Oğlakkaya, Fatma Sidre; Bozkaya, Canan (2021-09-01)
A Numerical Solution to the Heat Transfer in MHD Flow
Bozkaya, Canan (2021-09-01)
A Comparison of Boundary Element and Spectral Collocation Approaches to the Thermally Coupled MHD Problem
Bozkaya, Canan; Türk, Önder (2021-05-03)
The thermally coupled full magnetohydrodynamic (MHD) flow is numerically investigated in a square cavity subject to an externally applied uniform magnetic field. The governing equations given in terms of stream function, v...
A comparison of boundary element and spectral collocation approaches to the thermally coupled MHD problem
Bozkaya, Canan (2019-10-04)
A BEM approach for convection-diffusion type equations with variable coefficients
Fendoğlu, Hande; Bozkaya, Canan; Tezer, Münevver (null; 2019-07-22)
DRBEM solution of the MHD forced convection in a channel with sinusoidal walls
Oğlakkaya, Fatma Sidre; Bozkaya, Canan (null; 2019-07-22)
Semi-analytical solution of MHD flow through boundary integrals on the pipe wall
Tezer, Münevver; Bozkaya, Canan (Wiley, 2019-05-01)
A mathematical model is given for the magnetohydrodynamic (MHD) pipe flow as an inner Dirichlet problem in a 2D circular cross section of the pipe, coupled with an outer Dirichlet or Neumann magnetic problem. Inner Dirichl...
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