Exact(1)
The purpose of the present work is to present a direct analogy regarding the formulation and solution of anti-plane problems in the context of couple stress and dipolar gradient elasticity and the von Karman plate framework.
Similar(59)
This constitutive model, named DHRC for Dissipative Homogenised Reinforced Concrete, is expressed within the usual thin plate kinematics framework.
In this study, we discuss the geophysical parameters, including plate tectonic framework, tectonic stress pattern, bathymetric characteristics, the spatial distributions of the oceanic fracture zones, and the gravity anomalies of these two subduction systems and suggest that a Sumatra-like earthquake may occur in the south Ryukyu fore-arc area.
The subject of the paper is an optimal choice of material parameters characterizing the core layer of sandwich plates within the framework of the conventional plate theory in which the core layer is treated as soft in the in-plane direction.
Although the designers of the plate tectonics theoretical framework did not single out continents as landforms of a special kind, such is one of the basic consequences of that theoretical construct.
Residing on the plate theory, this framework was expanded to a two-dimensional domain.
Previous studies established the behavior of the first natural frequencies of the bending motion of a thin composite plate in the framework of classical plate theory for different boundary conditions.
The inclusion of rib-stiffened plates within the framework of Statistical Energy Analysis SEAA) is a challenge in the field of engineering noise control for the low- and mid-frequency ranges.
The purpose of this paper is to propose numerical methods to determine the macroscopic bending strength criterion of periodically heterogeneous thin plates in the framework of yield design (or limit analysis) theory.
This paper presents static bending and compressive buckling analyses of functionally graded multilayer graphene nanoplatelet (GPL /polymer composite plates within the framework of the first-order shear deformation theory.
The bifurcation buckling problem of laminated composite plates is formulated within the framework of a multilength scale plate theory.
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