Results 1 to 10 of about 198 (163)
Elastostatics of Bernoulli–Euler Beams Resting on Displacement-Driven Nonlocal Foundation [PDF]
The simplest elasticity model of the foundation underlying a slender beam under flexure was conceived by Winkler, requiring local proportionality between soil reactions and beam deflection.
Marzia Sara Vaccaro +3 more
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High-order asymptotic methods provide accurate, analytic solutions to intractable potential problems [PDF]
The classical problem of determining the density and capacity of arrays of potential sources is studied. This corresponds to a wide variety of physical problems such as electrostatic capacitance, stress in elastostatics and the evaporation of fluid ...
Alexander W. Wray, Madeleine R. Moore
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Pneumatic elastostatics of multi-functional inflatable lattices: realization of extreme specific stiffness with active modulation and deployability [PDF]
As a consequence of intense investigation on possible topologies of periodic lattices, the limit of specific elastic moduli that can be achieved solely through unit cell-level geometries in artificially engineered lattice-based materials has reached a ...
P. Sinha, T. Mukhopadhyay
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Discrete mechanical growth model for plant tissue. [PDF]
We present a discrete mechanical model to study plant development. The method is built up of mass points, springs and hinges mimicking the plant cell wall's microstructure. To model plastic growth the resting lengths of springs are adjusted; when springs
Louis D Weise +1 more
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A modified scaled boundary method to analyze structural elements [PDF]
It is possible to resolve numerical issues by utilizing a method known as the conventional scaled boundary finite element method (also known as SBFEM), which is a dimension reduction technique.
Ali Zare +3 more
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28 pages, 12 ...
Fabio Sozio +2 more
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Elastostatics of star-polygon tile-based architectured planar lattices
A panoptic view of architectured planar lattices based on star-polygon tilings was developed. Four star-polygon-based lattice sub-families, formed of systematically arranged triangles, squares, or hexagons, were investigated numerically and ...
Celal Soyarslan +4 more
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We study the asymptotic behavior of solutions with finite energy to the displacement problem of linear elastostatics in a three-dimensional exterior Lipschitz domain.
Vincenzo Coscia
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The present work aims to primarily provide a general representation of the solution of the simplified elastostatics version of Mindlin’s Form II first-strain gradient elastic theory, which converges to the solution of the corresponding classical elastic ...
Antonios Charalambopoulos +2 more
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Rigorous solution of the problem of the state of a linearly elastic isotropic body under the action of polynomial bulk forces [PDF]
When solving boundary value problems about the construction of the stress-strain state of an linearly elastic, isotropic body, an important step is finding the internal state generated by the forces, distributed over the area occupied by the body. In the
Viktor B. Penkov +2 more
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