Two questions related to the numerical solution of parabolic equations are studied: the choice of the value theta in the theta -method, and the number of iterations in the solution of algebraic equations with matrix of the form M+ kappa (1- theta )K (M=mass matrix, K=stiffness matrix), for both linear and nonlinear problems. (7 refs)
9.1 Introduction The finite element method may be used to solve time-dependent problems as well as s...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/16...
AbstractDynamic finite element schemes are analyzed for second-order parabolic problems. These schem...
AbstractExperimental studies of different questions related to the numerical solution of parabolic e...
1 Introduction The numerical solution of parabolic evolution problems by Finite Elements in a domain...
summary:The paper aims at a further development of the finite element method, when applied to mixed ...
Higher order time-space elements based on two different formulations (quasi-variational and least sq...
In this paper we discuss some iterative approaches for solving the nonlinear algebraic systems encou...
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
We set an algorithm for the numerical resolution of parabolic problems combining the finite element ...
Many computational fluids problems are described by nonlinear parabolic partial differential equatio...
AbstractThe heat equation is but one example of problems which involve multiple scales. There is a l...
AbstractWe consider mixed finite element discretization for a class of degenerate parabolic problems...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
The thesis commences with a description and classification of partial differential equations and the...
9.1 Introduction The finite element method may be used to solve time-dependent problems as well as s...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/16...
AbstractDynamic finite element schemes are analyzed for second-order parabolic problems. These schem...
AbstractExperimental studies of different questions related to the numerical solution of parabolic e...
1 Introduction The numerical solution of parabolic evolution problems by Finite Elements in a domain...
summary:The paper aims at a further development of the finite element method, when applied to mixed ...
Higher order time-space elements based on two different formulations (quasi-variational and least sq...
In this paper we discuss some iterative approaches for solving the nonlinear algebraic systems encou...
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
We set an algorithm for the numerical resolution of parabolic problems combining the finite element ...
Many computational fluids problems are described by nonlinear parabolic partial differential equatio...
AbstractThe heat equation is but one example of problems which involve multiple scales. There is a l...
AbstractWe consider mixed finite element discretization for a class of degenerate parabolic problems...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
The thesis commences with a description and classification of partial differential equations and the...
9.1 Introduction The finite element method may be used to solve time-dependent problems as well as s...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/16...
AbstractDynamic finite element schemes are analyzed for second-order parabolic problems. These schem...