Sentence examples for methods in finite from inspiring English sources

A combination of sub-partition and substructure methods in finite element is developed to simulate the crack propagation in plate and shell structures.

Besides the randomly distributed aggregates, the present model takes into account the reinforcement, compared with other conventional methods in finite element modeling of concrete.

Concurrently with our work, other authors have shown the equivalence of the two imputation methods in finite samples.

Our work is complementary to that of Liu et al. Firstly, we have taken a different approach to prove the equivalence of the two imputation methods in finite samples.

As a corollary, Liu et al show the equivalence of the two imputation methods in finite samples under a condition we have independently identified and named the "non-informative margins" condition.

The comparison of the two methods in finite-element model (FEM) for saturated unsaturated flow has been well evaluated in previous studies.

In this paper, we discuss a new method for computing the first Dirichlet eigenvalue of the p-Laplacian inspired by the inverse power method in finite dimensional linear algebra.

In order to investigate the structural and mechanical properties of graphene aerogels, we use phase-field-crystal method in finite element method scheme and molecular dynamics simulations to build a group of discontinuous curved graphene models based on a group of Schwarz-surface-like graphene models which possess continuous curved graphene structures.

Different from the previous elliptic mesh generation method in finite element analysis, the proposed method focuses on isogeometric version, and converts the elliptic PDE into a nonlinear optimization problem, in which a regular term is integrated into the optimization formulation to achieve more uniform and orthogonal iso-parametric structure near convex (concave) parts of the boundary.

Next, the paper introduces a 'sample mesh' concept that enables a distributed, computationally efficient implementation of the GNAT method in finite-volume-based computational-fluid-dynamics (CFD) codes.

Element deactivation is one of the most suitable methods in a finite element (FE) analysis of discontinuous features of collapse accidents.