Sentence examples for material distribution parameter from inspiring English sources

The material distribution parameter and the relative density have significant effects on the dynamic properties of the structures.

The relative density, material distribution parameter and aspect ratio have significant effects on the wave characteristics of lattice structures.

The effects of relative density, length ratio, cell wall angle and material distribution parameter on the dispersion relations of hexagonal and re-entrant hexagonal structures are investigated.

Effects of the dimensional parameters including the relative density, material distribution parameter and aspect ratio on the wave characteristics of the hexagonal lattices with plateau borders are also studied via the investigations of the gap maps and phase constant surfaces.

Influences of a large variety of parameters including wave number, nonlocal parameter, length scale parameter, electric voltage, magnetic potential and material distribution parameter has been illustrated separately and the results are exactly interpreted to obtain highlights of each figure.

It is found that the stiffness plays a more dominant role on the dispersion relations than that of the mass, and the effects of length ratio and material distribution parameter are more prominent than that of the cell wall angle.

The effects of material distribution, geometric parameters and BCs are also investigated to examine the size-dependent behaviour of BDFG microbeams.

The effects of porosity parameters, material distribution and porosity models on the forced vibration responses of functionally graded deep beams are examined and discussed with porosity effects.

The effects of material distribution and graded schemes, geometric parameters and boundary conditions are also investigated to examine the size-dependent behaviours of FG sandwich microplates.

Columns with non-uniform distribution of geometrical or material parameters i.e. functionally graded material distribution, varying cross-sectional area and flexural stiffness provide an economical solution to carry the desired higher compressive loads in engineering structures.

Using the proposed method, the process parameters can be planned prior to the manufacturing process, and the material distribution deviation from the desired one can be reduced.