Sentence examples for computing stress from inspiring English sources

As a first step toward understanding the fracture mechanics of this material, we present a general theoretical and numerical framework for computing stress intensity factors (SIFs), under mixed-mode loading conditions, taking into account the material anisotropy.

The limitations of TTT in computing stress components of closed-shaped section bars are also discussed, while the EC3 – part 1.1 guideline that permits as a simplification the ignorance of torsional warping effects in closed hollow section bars is assessed.

Specifically, the BIEM is used for computing stress intensity factors and scattered wave displacement amplitudes for an inclined line crack in an otherwise inhomogeneous continuum that is being swept by either pressure waves or vertically polarized shear waves at an arbitrary angle of incidence with respect to the horizontal direction.

Values of the mechanical properties of WWM are proposed for computing stress-strain curves.

The process of computing stresses in a component includes the following steps; defining and modeling the environment, translating the environment into forces on the structure, computing the response of the structure to the environmental loads, computing nominal stresses in the components, and computing the stresses to be used for design.

We demonstrate the efficacy of the method by computing stresses and forces that converge to the physical stresses and forces for several test problems.

A three-dimensional finite element model is used to compute stress fields.

The numerical results include tables of values for the non-dimensional "geometry" factors (Y) needed to compute stress intensity factors.

The method directly computes stress accumulated in linear or nonlinear materials, although a target body must be in two-dimensional plane stress or strain state.

It is revealed that the computed stress distribution, implantation force and plastic deformation in the trabecular bone is highly dependent on the plasticity formulation implemented.

We computed stress (megapascals) at the inferomedial margin of the femoral neck in a one-legged stance mode using a 2-dimensional engineering beam analysis.