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It is assumed that the Young's moduli and density of orthotropic materials vary exponentially through the thickness direction.
For a given elastic medium, there is a one-to-one correspondence relation between material properties (elastic moduli and density) and the propagation path of elastic waves.
The breakthrough of Whitecombe is mainly based on findings by Dong (1996), which relate fundamental elastic parameters (bulk, shear moduli, and density) to AVO attributes (intercept, gradient, and curvature).
At first, the basic relations have been obtained for orthotropic truncated conical shells, Young's moduli and density of which vary continuously in the thickness direction.
The non-homogeneity of the plate material is assumed to arise due to the exponential variation in Young's moduli and density along one direction.
The measurement of the mechanical properties of hardened lightweight aggregate SCC, including compressive strength, splitting tensile strength, elastic moduli and density, as well as its specific strength were also carried out.
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The elasticity moduli and mass density of porous composites are assumed to be graded in the thickness direction according to two different distribution patterns.
This paper investigates the free and forced vibration characteristics of functionally graded (FG) porous beams with non-uniform porosity distribution whose elastic moduli and mass density are nonlinearly graded along the thickness direction.
The mechanical properties of beam such as Young's and shear moduli and material density are assumed to be continuously graded through the wall thickness according to a power law distribution of volume fraction of ceramic and metal.
On adopting the boundary integral equation (BIE) framework for elastodynamic scattering, the inverse query is cast as a minimization problem involving experimental observations and their simulations for a trial inclusion that is defined through its boundary, elastic moduli, and mass density.
Besides that, Ashman et al. demonstrated a relationships between Young's moduli and apparent density for the cancellous portion of the proximal human tibia [ 64].
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