Samet Y. Kadioglu, Ph.D.
Affiliations: | 2005 | Florida State University, Tallahassee, FL, United States |
Area:
Mathematics, Fluid and Plasma PhysicsGoogle:
"Samet Kadioglu"Mean distance: (not calculated yet)
Parents
Sign in to add mentor| Mark Sussman | grad student | 2005 | Florida State | |
| (All speed multi-phase flow solvers.) | ||||
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Publications
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| Kadioglu SY. (2017) A Second-Order IMEX Method for Multi-Phase Flow Problems International Journal of Computational Methods. 14: 1750056 |
| Kadioglu SY. (2017) Analysis of the self-consistent IMEX method for tightly coupled non-linear systems Journal of Computational and Applied Mathematics. 322: 148-160 |
| Kadioglu SY, Colak V. (2016) An Essentially Non-Oscillatory Spectral Deferred Correction Method for Conservation Laws International Journal of Computational Methods. 13: 1650027 |
| Kadioglu SY. (2016) An Essentially Nonoscillatory Spectral Deferred Correction Method for Hyperbolic Problems International Journal of Computational Methods |
| Kadioglu SY, Berry RA, Martineau RC. (2015) A point implicit time integration technique for slow transient flow problems Nuclear Engineering and Design. 286: 130-138 |
| Kadioglu SY, Knoll DA. (2013) A Jacobian-Free Newton Krylov implicit-explicit time integration method for incompressible flow problems Communications in Computational Physics. 13: 1408-1431 |
| Kadioglu SY. (2011) A Gas Dynamics Method Based on the Spectral Deferred Corrections (SDC) Time Integration Technique and the Piecewise Parabolic Method (PPM) American Journal of Computational Mathematics. 1: 303-317 |
| Nourgaliev R, Kadioglu S, Mousseau V. (2010) Marker Redistancing/Level Set Method for High-Fidelity Implicit Interface Tracking Siam Journal On Scientific Computing. 32: 320-348 |
| Kadioglu SY, Knoll DA, Lowrie RB, et al. (2010) A second order self-consistent IMEX method for radiation hydrodynamics Journal of Computational Physics. 229: 8313-8332 |
| Kadioglu SY, Knoll DA. (2010) A fully second order implicit/explicit time integration technique for hydrodynamics plus nonlinear heat conduction problems Journal of Computational Physics. 229: 3237-3249 |