Sentence examples for opening criteria from inspiring English sources

It is anticipated that this type of opening criteria can help the decision makers in two ways: (1) it can open pavement sections earlier thereby reducing construction time and (2) it may help to minimize the use of materials with overly accelerated strength gain that are suspected to be more susceptible to develop damage at early ages than materials that gain strength more slowly.

Table 3 Flop counts by phase Phase +−× √ ÷ FLOPs Particle/Particle 46 1   53 Particle/Cell 208 1   215 Cell/Particle 206 1   213 Cell/Cell 472 1   479 Ewald iteration 433 1 2 510 Opening criteria 97     97 Bold entries use double precision calculations.

The three integers lead to an atomistic precisely gap opening criteria, which steered via density functional theory based calculations.

Considering source cells for interactions is traditionally referred to as evaluating an opening criterion, but opening a cell (removing it from the checklist and adding its children to the end of the checklist) is only one possible outcome.

Therefore, it is expected that the micro-crack evolution equation and the crack opening criterion would give the useful tool to examine the fracture mechanism.

It can be concluded that the proposed crack opening criterion and its improved application including the proposed diagram contribute to study fracture physical mechanisms.

In the previous papers (Kobayashi, 2017a, Kobayashi, 2017b), the crack opening criterion was deduced from the proposed micro-crack evolution equation.

Also the fracture progress of an elastic-perfect plastic material is schematically interpreted by the improved application of the crack opening criterion.

In this paper, based on the crack opening criterion deduced by the new micro-crack evolution equation and the stresses, strains and strain gradients substituted by the stress intensity factor the fracture mechanisms of metallic and ceramic materials are examined using those well-known data, i.e. fracture toughness and so forth, to verify the crack opening criterion.

Furthermore, rather than evaluating the more complex multipoles when softening is involved, ChaNGa evaluates all forces involving softening using only the monopole moments, using a stricter opening criterion to maintain accuracy.

At very early times ((z>20)), when the Universe is very homogeneous, the forces from opposing directions very nearly cancel and a tree code must use a stricter opening criterion in order to attain the same accuracy in the force.