Publications by authors named "Richard Horvath"

In this study, a novel unit cell design is proposed, which eliminates the buckling tendency of the auxetic honeycomb. The novel unit cell design is a more balanced, diagonally reinforced doubly re-entrant auxetic honeycomb structure (x-reinforced auxetic honeycomb for short). We investigated and compared this novel unit cell design against a wide parameter range.

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The aim of this research was to evaluate the effect of the strain hardening of a homogeneous metallic material on the size and shape of hydrostatic and plastic zones forming in the indentation process with a spherical indenter. Precise measurements and finite element calculations (FEM) were performed for indentations and the results were compared with those of the expanding cavity model (ECM). We concluded that in the range of / (impression diameter/indenter diameter) = 0.

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This study proposes a new, doubly re-entrant auxetic unit-cell design that is based on the widely used auxetic honeycomb structure. Our objective was to develop a structure that preserves and enhances the advantages of the auxetic honeycomb while eliminating all negative aspects. The doubly re-entrant geometry design aims to enhance the mechanical properties, while eliminating the buckling deformation characteristic of the re-entrant deformation mechanism.

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In this study, we created metamaterials consisting of square unit cells-inspired by fractal geometry-and described the parametric equation necessary for their creation. The area and thus the volume (density) and mass of these metamaterials are constant regardless of the number of cells. They were created with two layout types; one consists solely of compressed rod elements (ordered layout), and in the other layout, due to a geometrical offset, certain regions are exposed to bending (offset layout).

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