Results 51 to 60 of about 144 (134)
. This paper is the third of a series in which a general theory of a priori error estimates for scalar conservation laws is constructed. In this paper, we consider multidimensional flux-splitting monotone schemes defined on non-Cartesian grids, we ...
Bernardo Cockburn +3 more
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NUMERICAL SIMULATION OF A GUITAR
The purpose of this study is to present a time-domain numerical modeling of the guitar. The model involves the transverse displacement of the string excited by a force pulse, the flexural motion of the soundboard and the sound radiation in the air.
Antoine Chaigne +3 more
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A Mixed Finite Element-Finite Volume Formulation Of The Black-Oil Model
.<F3.788e+05> In this paper a sequential coupling of mixed finite element and shock-capturing finite volume techniques is proposed, in order to numerically solve the system of partial di#erential equations arising from the Black-Oil model.
Stefano Mantica +5 more
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A Computational Study of Blood Flow Dynamics in the Pulmonary Arteries. [PDF]
Marcinno' F +4 more
europepmc +1 more source
Sensitivity of a two-dimensional biomorphoelastic model for post-burn contraction. [PDF]
Egberts G +3 more
europepmc +1 more source
Consistent Velocity Approximation for Density Driven Flow and Transport
The flow and transport problems that include the variation of the fluid density are much more difficult to solve numerically as the problems with constant density.
P. Frolkovic
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Model order reduction preconditioning of parameterized Poisson equations
This paper aims at the fast numerical solution of parameterized Poisson equation.A preconditioned conjugate gradient (PCG) method based on the model order reduction method is proposed to speed up the solution of the obtained discrete linear system.First,
HU Qixiao, XU Youcai, ZHANG Shiquan
doaj
A Particle-Partition Of Unity Method For The Solution Of Elliptic, Parabolic And Hyperbolic PDEs
. In this paper, we present a meshless discretization technique for instationary convection -diffusion problems. It is based on operator splitting, the method of characteristics and a generalized partition of unity method.
Marc +2 more
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Runge-Kutta Methods for Hyperbolic Conservation Laws with Stiff Relaxation Terms
Underresolved numerical schemes for hyperbolic conservation laws with stiff relaxation terms may generate unphysical spurious numerical results or reduce to lower order if the small relaxation time is not temporally well-resolved.
Shi Jin
core
Version of Mixed Finite Element Methods for Parabolic Problems
. We investigate a parabolic problem from the point of view of stability and approximation properties of increasing order mixed (in space) finite element methods. Previous estimates for the RaviartThomas projection are proven to be sharp.
Sonia Garcia
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