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In Zr0.57Al0.43N films annealed at 850 °C, chemical analysis by X-ray energy dispersive spectrometry evidenced Al-rich regions inhomogeneously distributed in the plane of the film.
In the paper, we assume that all nodes are distributed in the plane of the 2D.
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We consider an elastic material reinforced by means of identical fibres of size rε, which are built with another material, which are ε-periodically distributed in the plane {x3="0}, but which make a variable angle with respect to this plane.
A new cohesive zone model to describe fracture of interfaces with a microstructurs made of fibrils with statistically distributed in-plane and out-of-plane orientations is proposed.
The DECs consist of a dielectric elastomer matrix phase constrained to undergo plane strain deformations by means of aligned, long, rigid-dielectric fibers of elliptical cross section that are also aligned but randomly distributed in the transverse plane.
This paper presents an analytical solution for elastic buckling problems of thick rectangular transversely isotropic simply supported plates subjected to uniaxial or biaxial uniformly distributed in-plane load, one of which could also be tensile.
Non-linearly distributed, in-plane, tension at the edges of a thin, flat, rectangular material with small flexural stiffness, called a web, can cause it to wrinkle.
We consider a static wireless network consisting of n nodes, which are randomly and uniformly distributed in a plane of unit area.
The two parallel clamped edges of the plate are loaded by linearly distributed in-plane loads statically equivalent to the in-plane bending moments.
The other two parallel simply supported opposite edges of the plate are loaded by a linearly distributed in-plane load which is equivalent to the pure in-plane bending.
The problem of buckling of a rectangular plate subjected to uniformly distributed in-plane compressive loading at each end goes back to the work of Bryan in 1890 91.
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