Sentence examples for model for isotropic from inspiring English sources

A model for isotropic strain hardening elastic anisotropic plasticity, coupled to anisotropic damage, is discussed.

We therefore conclude that this phase-field model for isotropic systems has been verified experimentally.

Ambartsumyan's bimodular model for isotropic materials deals with the principal stress state in a point, which is particularly useful in the analysis and design of structures.

In this article, a proper orthogonal decomposition (POD) reduced-order model for isotropic turbulent flow of viscoelastic fluid is established for the first time.

A virtual internal bond (VIB) model for isotropic materials has been recently proposed to describe material deformation and fracture under static and dynamic loading situations.

The large-deformation three-dimensional glass rubber constitutive model for isotropic, amorphous, linear polymers near the glass transition, previously proposed, has been extended to include a spectrum of network relaxations.

This is due to the significant reduction in recoiling, only 8%, for the anisotropic model (22% for isotropic model).

The results can be understood in the framework of capillarity models for isotropic solid-state wedges and reactive wetting in high-temperature liquid solid experiments.

The calibration, which utilizes, primarily, the bands at ∼1730, 1094, 997, and 860 cm−1, spans isotropic, uniaxial and biaxially oriented samples with a single model; this is superior to univariate calibrations which require separate models for isotropic and oriented samples.

The most celebrated of these models for isotropic hyperelastic materials are those of Fung and Demiray which depends only on the first strain invariant and its generalization by Vito that depends on both strain invariants.

Many ideas and models have been proposed to describe MHD turbulence, e.g., phenomenological models for isotropic turbulence (Iroshnikov 1964; Kraichnan 1965) and anisotropic turbulence (Goldreich and Sridhar 1995, 1997), closure theory of MHD turbulence (Yokoi et al. 2008), and field-theoretic perturbative theories (Kaburaki and Uchida 1971; Verma 2004).