Sentence examples for variables' evolution from inspiring English sources

Exact(5)

The main application of the model is the analysis of the hysteresis curve variables evolution (B and H) with diverse amplitudes and waveforms in the current that flows through the inductor.

Within this context, this paper presents a new methodology to calculate damage variables evolution; the proposed approach is based in the Lubliner/Lee/Fenves formulation and provides closed-form expressions of the compressive and tensile damage variables in terms of the corresponding strains.

Figure 2 StO2-derived variables evolution: treated vs control group.

*p < 0.05 compared with T0. Figure 4 StO2-derived variables evolution and outcome.

These results are corroborated by the numerical simulations shown in Figures 5 and 6 for initial condition x 0 = [ 1 − 1 ] T. Figure 5 State variables evolution under switching rule (a). Figure 6 State variables evolution under switching rule (b).

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The resulting forms of plastic and internal state variable evolution equations can be viewed as phenomenological at their various scales (i.e., micro-continuum and macro-continuum).

Internal state variable evolution equations are defined through thermodynamics, kinematics, and kinetics for isotropic damage arising from two different inclusion types: pores and particles.

By demanding that the law of increase of entropy be satisfied for all processes, much is deduced about the acceptable forms of constitutive equations and internal state variable evolution equations.

Revealed by the analysis of internal variable evolution, the production of new plastic strains at each reversal of a cyclic loading was the underlying mechanism for the continuous relaxation of WRSs, and the positions for the production of new plastic strains during forward loading and reverse loading could be different.

We used SEM to examine how religion, religiosity, high school experience, college major, and academic level independently influence our latent variable ("evolution understanding") (Figure 1).

Between two extrema in the first time-derivative and/or zero values of the field acceleration (the second timederivative), the field acceleration shows a variable evolution, with a pulse or a more complex shape.

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