Sentence examples for modulus that are from inspiring English sources

The material of the plate is homogeneous and isotropic with elastic constants E (Young's modulus), ν (Poisson's ratio), and G (Shear modulus) that are related to each other by E = 2(1 + ν) G.

The surrounding elastic medium can be described by Winkler and Pasternak modulus that are determined by the material properties of the elastic medium (Yoon et al. 2003; Lanir & Fung 1972).

The analysis of the mechanical properties of the 3D printed objects evidenced, for 0.5%w/w, 1%w and 5%w DND-loaded nanocomposites, values of mean indentation modulus that are 22%, 44% and 200% higher, respectively, than that of the unloaded PVA.

For the anti-symmetric mode and the material density (or the Young's modulus) that are both polynomial functions and and have been pre-specified, we find the Young's modulus (or the density) in polynomial functions and determine the closed from expression for the natural frequency.

Specifically, it is the maladaptive changes in passive biomechanical properties of an aged tendon, such as increased stiffness, increased peak tension and increased estimated modulus that are most interesting, as they are postulated to be part of the reason why the incidence of Achilles tendon ruptures is more common in middle-age.

To compare the intrinsic softness of materials must be compared in the same shape, and then it is the modulus that is the key property.

Importantly, in this work we assume that water is an isotropic elastic solid with a shear modulus that is 10−4 times the bulk modulus of the water.

However for any modulus that is a power pn of a prime, it can be shown that there exists a unique multiplication making the group Zpn a ring in a way that makes the nonzero elements of the ring a cyclic (and therefore abelian) group under the multiplication, and hence making the ring a field.

The analytical solution is used to predict the natural frequencies of a small balloon, based on a value for the elastic modulus that is determined using inflation measurements.

Unlike the hexagonal lattice, the classical constitutive equations of the tetragonal lattice turns out to be characterized by the coupling between the normal and shear strains through an elastic modulus that is an odd function of the parameter of chirality.

Dynamical mechanical analysis was used to measure softening temperatures, and both the polystyrene-grafted and poly methyl methacrylate -grafted nanocomethacrylate -graftednanocompositesulus thad was higher than the correspeaking homopolymer, consisthet with strong polossr–lignin interactions.