In nonlinear finite element analysis, loads are usually applied in increments and the corresponding incremental displacements are obtained by solving the global equilibrium equations. The incremental strains can be computed from the incremental displacements in the usual way. A set of ordinary differential equations must then be solved to find the stress increment based upon the known strain increment
Solution algorithms are developed for the nonlinear finite element equations, resulting from the dis...
AIrstract-A new hybrid stress finite element algorithm, based on a generalization of Fraeijs de Veub...
A stress integration algorithm for granular materials based on fully implicit integration with expli...
In solving nonlinear problems of solid mechanics by the finite-element method, stresses at integrati...
The mathematical formulation of the constitutive equations is expressed through a set of differentia...
The problem of stress integration arises every time numerical computations are performed with the di...
Research Doctorate - Doctor of Philosophy (PhD)Finite element analysis of nonlinear problems invaria...
© Published under licence by IOP Publishing Ltd. The work is concerned with development of algorithm...
This paper first discusses alternative stress integration schemes in numerical solutions to large- d...
Numerical solutions of nonlinear stress analysis problems are traditionally based on the finite elem...
In analysis of finite deformation problems the use of constitutive equations in rate form is often r...
A modified formulation of floating stress-point integration for large deformation analysis is presente...
Abatmct-An extension of the hybrid stress finite element model, originally suggested for linear smal...
The stress integration algorithm for hypoelastic constitutive equations proposed by Pinsky et al.3 i...
Two algorithms for the stress update (i.e., time integration of the constitutive equation) in large-...
Solution algorithms are developed for the nonlinear finite element equations, resulting from the dis...
AIrstract-A new hybrid stress finite element algorithm, based on a generalization of Fraeijs de Veub...
A stress integration algorithm for granular materials based on fully implicit integration with expli...
In solving nonlinear problems of solid mechanics by the finite-element method, stresses at integrati...
The mathematical formulation of the constitutive equations is expressed through a set of differentia...
The problem of stress integration arises every time numerical computations are performed with the di...
Research Doctorate - Doctor of Philosophy (PhD)Finite element analysis of nonlinear problems invaria...
© Published under licence by IOP Publishing Ltd. The work is concerned with development of algorithm...
This paper first discusses alternative stress integration schemes in numerical solutions to large- d...
Numerical solutions of nonlinear stress analysis problems are traditionally based on the finite elem...
In analysis of finite deformation problems the use of constitutive equations in rate form is often r...
A modified formulation of floating stress-point integration for large deformation analysis is presente...
Abatmct-An extension of the hybrid stress finite element model, originally suggested for linear smal...
The stress integration algorithm for hypoelastic constitutive equations proposed by Pinsky et al.3 i...
Two algorithms for the stress update (i.e., time integration of the constitutive equation) in large-...
Solution algorithms are developed for the nonlinear finite element equations, resulting from the dis...
AIrstract-A new hybrid stress finite element algorithm, based on a generalization of Fraeijs de Veub...
A stress integration algorithm for granular materials based on fully implicit integration with expli...