Sentence examples for modeling of grain from inspiring English sources

For nanocrystalline Pd [25] and Fe [26], values of e GB = 0.23 × 10 - 10 m and 0.19 × 10 - 10 m were determined from density measurements and modeling of grain growth kinetics, respectively.

The numerical modeling of grain drying is a topic of great relevance to post-harvest engineering.

The work reported here represents significant advancement in the modeling of grain structure evolution in metallic systems.

The analyses show that in order to capture damage kinetics a particular distribution of grain boundary strength and detailed modeling of grain morphology are required.

Bivariate analysis shows the crucial importance of the correlation between the grain size and its number of sides and provides a more fundamental underpinning to modeling of Grain Growth.

Modeling of grain elastic interactions is based on the extension of Eshelby Kröner model, which allows for estimating the elastic behavior of polycrystals considering the texture and the shape of the crystallites.

A model of grain boundary grooving with the simultaneous sliding is developed.

We present a two-dimensional phase field model of grain boundary statics and dynamics.

An example model of grain boundary porosity is shown, which captures the phenomena of intergranular porosity interlinkage and migration towards edges.

A model of "grain boundary-affected zone" at and near the GB was proposed to explain the enhanced rate sensitivity of NC Ni [11].

In the present paper, a stochastic model of grain strain undergoing severe plastic deformation is (theoretically) proposed from the first principle.