Sentence examples for thickness of the functionally from inspiring English sources
The thickness of the functionally graded strip on the temperature distribution is specially analyzed, which provides practical references for geometrical optimization of the structure.
The total thickness of the functionally graded film on the Al substrate reaches over 10 μm and it has a hardness value of ~ 11 GPa.
According to a power law distribution of the volume of the constituents, the material properties change continuously through the thickness of the functionally graded plates.
For a better comparison, the thickness of the functionally graded cores was chosen such that the flexural stiffness was equal to that of a beam with homogeneous core.
A power law distribution is used to explain the variation of mechanical and physical properties through the thickness of the functionally graded plate.
Numerical results are presented in both tabular and graphical forms for various laminated functionally graded beams, showing that vibration frequencies, mode shapes and dynamic response are significantly influenced by the thickness variation, temperature change, slenderness ratio, volume fraction index, the thickness of the functionally graded layer, and the end support conditions.
In order to estimate the through-thickness material properties of the functionally graded circular cylinder, the Mori Tanaka homogenization scheme was implemented.
Due to the inhomogeneity through the thickness of functionally graded beams, the two equations which govern the axial and flexural deformations are coupled.
Several micromechanical models are tested to obtain the effective material properties of a two-phase particle composite as a function of the volume fraction of particles which continuously varies through the thickness of a functionally graded plate.
To this end, the modified couple stress (MCS) theory together with the Mori-Tanaka homogenisation technique is employed in order to take into account the size-dependent behaviour and the through-thickness variable material properties of the functionally graded imperfect microsystem, respectively.
Furthermore, a power law function is used here to describe the material distribution across the thickness of functionally graded (FG) nanoplate.
