Sentence examples for modulus of amorphous from inspiring English sources

Nanoindentation tests indicated that the hardness and modulus of amorphous alloys were higher than those of solid solutions for Al M alloys.

Young's modulus of amorphous component of cellulose I was the highest and the next was that of II, followed by IIII and IVI.

Finite element method simulations are used to model the mechanical response of the silica balls, confirming that the intrinsic properties (such as the Young's modulus) of amorphous silica can be tailored with the electron beam on the nanoscale.

These results are compared with the pressure sensitivity of the bulk modulus and shear modulus of amorphous metals in the manner previously conducted by Spitzig and Richmond for crystalline metals.

The bulk modulus of amorphous Pd40Cu40P20 is approximately 2% lower than that of crystalline Pd40Cu40P20, whereas the shear modulus of the glass is 13 36% lower than the four independent shear moduli of the tetragonal crystal.

This is consistent with a recent study by Li and coworker [24], who showed that elastic modulus of amorphous silicon nanowire is independent of its diameter (in the range of ~80 to ~500 nm).

Deposits were observed to be amorphous single phased in a large range of copper content, the hardness and Young's modulus of the amorphous phase increasing with the latter.

In contrast, water increased the Young's modulus of the amorphous PP nanofiber.

In contrast, both hardness and elastic modulus of all amorphous Si films are always lower than those for nanocrystalline Si films which show approximately the same value as the Si single crystal.

It was found that both hardness and elastic modulus of all amorphous a-SiC films prepared at different substrate temperatures and biases are always lower than those for bulk α-SiC single crystal while the hardness of partially crystalline SiC films is higher and the elastic modulus lower than those for α-SiC one.

Micromechanical models (numerical as well as analytical) based on the 'effective clay particle' were employed to calculate the overall elastic modulus of the amorphous and semi-crystalline polymer clay nanocomposites and to compute their dependence on the matrix and clay properties as well as internal clay structural parameters.