Numerical methods for solving two-point boundary value problems.

Khadra, Mohammad


Numerical solutions of two point boundary value problems.
Karakaş, Özlem; Department of Mathematics (1992)
Numerical solutions of boundary value problems; applications in ferrohydrodynamics and magnetohydrodynamics
Şenel, Pelin; Tezer, Münevver; Department of Mathematics (2017)
In this thesis, steady, laminar, fully developed flows in pipes subjected to a point magnetic source or uniform magnetic field are simulated by the dual reciprocity boundary element method (DRBEM). The Navier-Stokes and energy equations are solved in terms of the velocity, pressure and the temperature of the fluid which are all of the original variables of the problem. The missing pressure equation is derived and pressure boundary conditions are generated by a finite difference approximation and the DRBEM c...
Numerical methods for multiphysics flow problems
Belenli Akbaş, Mine; Kaya Merdan, Songül; Rebholz, Leo G.; Department of Mathematics (2016)
In this dissertation, efficient and reliable numerical algorithms for approximating solutions of multiphysics flow problems are investigated by using numerical methods. The interaction of multiple physical processes makes the systems complex, and two fundamental difficulties arise when attempting to obtain numerical solutions of these problems: the need for algorithms that reduce the problems into smaller pieces in a stable and accurate way and for large (sometimes intractable) amount of computational resou...
Numerical integration of stiff ordinary differential equations.
Selbes, Fugen; Department of Computer Engineering (1980)
Numerical İntegration of constrained Hamiltonian systems.
Gürtunca, Burcu; Department of Mathematics (1999)
Citation Formats
M. Khadra, “Numerical methods for solving two-point boundary value problems.,” Middle East Technical University, 2002.