Sentence examples for moduli of such from inspiring English sources

The effective moduli of such three-phase particulate composites are eventually derived by the generalized self-consistent scheme.

Various methods were used to predict the moduli of such chains, both as isolated chains and in a crystal structure.

The compressive longitudinal moduli of such sandwiches are shown to be significantly improved in the presence of fibrous orthogonal reinforcements but the experimental estimations rather differ from analytical predictions that can be easily obtained using classical mixture laws.

Finite element simulations are conducted to analyze the dependence of the effective elastic moduli of such structures upon suitable aspect ratios, which characterize the geometry of the generic pentamode layer at the micro- and macro-scale, and the lamination scheme of the layered structure.

In line with the general experimental trend of clays enhancing the Young's moduli of such composites,[ 101] we find an increase in the Young's modulus from approximately 0.372 GPa for neat polymer to 0.637 GPa and 0.955 GPa for clay PVA under uniaxial tension in the x and z directions respectively (using a linear regression for strains of 0 to 1%).

Finally, the action of the absolute Galois group on the moduli spaces of such K(H,1) varieties is studied.

Throughout this paper ω and v will denote the Zygmund moduli of continuity such that (omega(t)/v(t)) is positive and non-decreasing in t.

Then the degree of approximation of a signal (function) f, using Hausdorff means of its Fourier series, is given by E_{n}(f)= inf_{n} Vert H_{n}-f Vert _{p}^{(v)} = O biggl( (n+1)^{-1} int_{(n+1)^{-1}}^{pi} frac{t^{-2} omega(t)}{ v(t)},dt biggr), (3.1) where ω and v denote the Zygmund moduli of continuity such that (omega(t)/v(t)) is positive and non-decreasing.

Elastic moduli of honeycombs made of such materials are not constant, but changes in the time or frequency domain.

However the addition of such soft microcapsules degrades the mechanical properties, i.e., the elastic moduli and compressive strength, of cement-based composites.

Typical examples of such nonlinear characteristics are strong shear thinning at relatively low shear rates or strain-dependent viscoelastic moduli at low strain amplitudes (Payne effect).