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The effective-widths concept is derived based on nonlinear finite element analysis for the plates with and without cutout.
The proposed approach is based on nonlinear finite element methods for the space discretization of flexible bodies.
We present a new methodology based on nonlinear finite element (FE) analysis that can predict damage degree inside tissue.
This paper presents a numerical study on stretch-induced wrinkling of hyperelastic thin sheets based on nonlinear finite element analyses.
Furthermore, parametric studies were performed based on nonlinear finite element models for further investigation of the shear lag effect and accuracy of the proposed method.
The finite element models for the nonlinear inelastic analysis of coped beams, column-column connections and composite beams are developed based on nonlinear finite element analysis techniques using the commercial finite element program, ABAQUS.
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Unlike reservoir simulators based on nonlinear differential equations (finite element, finite difference, and boundary element methods), our method is based on linear differential equations; all gradients occur in the 2D plane and quasi-steady state is assumed for each velocity field node computed at a certain time step.
The resulting two-point boundary value problem is solved numerically by using both time and space discretization and operator approximations based on nonlinear time-implicit finite differences.
The cause of the material failure, in the form of fiber, matrix and/or delamination failure, will be determined through failure criterion based on nonlinear movement using a finite element analysis technique.
Based on nonlinear mathematical programming techniques, the finite element modelling of kinematic limit analysis is then developed as a nonlinear mathematical programming problem subject to only a small number of equality constraints.
To predict more accurately their deflected shape in larger working range, the analysis of compliant mechanisms has usually based on nonlinear numerical techniques such as the finite element method.
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