Results 91 to 100 of about 141 (135)
, 1997 In this paper the operator-difference scheme for the numerical solution of a problem arising from coupled field theory is thoroughly investigated for the case when the classical assumptions of sufficient smoothness cannot be applied.
Nick Melnik
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THE NUMERICAL SOLUTION OF FREE CONVECTION FLOW OF VISCOELASTIC FLUID PAST OVER A SPHERE
, 2015 Free convection flow is heat transfer on fluid caused by buoyancy forces because of density difference. We further use The boundary layer theory to obtain governing equations.
Wayan Rumite, . +2 more
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Simulation of fluid-particles flows: Heavy particles, flowing regime and AP-schemes
, 2012 . We are interested in an Eulerian–Lagrangian model describing particulate flows. The model under study consists of the Euler system and a Vlasov-Fokker-Planck equation coupled through momentum and energy exchanges.
Bokai Yan, Shi Jin, Thierry Goudon
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Full discretization of some reaction diffusion equation with blow up
Open Mathematics, 2006 Barro Geneviève +4 more
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An IMEX scheme for reaction-diffusion equations: application for a PEM fuel cell model
Open Mathematics, 2013 Faragó István +3 more
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, 2000 A two dimensional time dependent heat transport equation at the microscale is derived. A second order finite difference scheme in both time and space is introduced and the unconditional stability of the finite difference scheme is proved. A computational
Jun Zhang, Jennifer J. Zhao
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Opposing flows in a one dimensional convection-diffusion problem
Open Mathematics, 2012 O’Riordan Eugene
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Finite Difference Schemes For Scalar Conservation Laws With Source Terms
, 1996 . Explicit and semi--implicit finite difference schemes approximating nonhomogenous scalar conservation laws are analyzed. Optimal error bounds independent of the stiffness of the underlying equation are presented. Key words. Hyperbolic conservation law,
Ragnar Winther +3 more
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Generalizations and error analysis of the iterative operator splitting method
Open Mathematics, 2013 Ladics Tamás, Faragó István
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A high-accuracy average implicit conservative difference scheme for RLW-KdV equation
四川大学学报. 自然科学版In this paper， a three-level high-accuracy conservative difference scheme is proposed for the initial boundary value problem of RLW-KdV equation.Combining the Taylor expansion with the partial extrapolation in the spatial layer of difference scheme， the ...
WU Ming-Ming +4 more
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