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Nonlinear modal analysis of multi-walled nanotube oscillations using nonlocal anisotropic elastic shell model
System of nonlinear partial differential equations, which describes the multi-walled carbon nanotube nonlinear oscillations, is derived. The...
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Fractional Derivative Analysis of Wave Propagation Studies Using Eringen’s Nonlocal Model with Elastic Medium Support
PurposeThe present work aims to study the phase speed and group speed of Eringen’s nonlocal model for one-dimensional structures using the fractional...
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Vibrational analysis of transversely isotropic hollow cylinder based on fractional generalized thermoelastic diffusion models with nonlocal effects
Due to numerous applications of micro-/nano-sized structures in medical, electrical, mechanical, and aeronautical engineering, etc., mathematical...
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Effect of Electromagnetic Field on Vibrations of Nonlocal Elastic Cylinders with Double Porosity
PurposeThe vibration characteristics of an isotropic and homogeneous elastic hollow cylinder with double porosity, emphasizing the influence of the...
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An Insight into Computational Challenges in Damage Mechanics: Analysis of a Softening Hooke’s Spring
While many efforts are being currently spent to forge reliable damage laws based on the physics of the materials to be studied, damage modeling is...
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General nonlocal Kelvin–Voigt viscoelasticity: application to wave propagation in viscoelastic media
In this paper, we develop a new relaxation model that accounts for the nonlocal fields of Kelvin–Voigt viscoelastic materials and assumes different...
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Three-dimensional nonlocal anisotropic elasticity: a generalized continuum theory of Ångström-mechanics
In this work, based on Eringen’s theory of nonlocal anisotropic elasticity, the three-dimensional nonlocal anisotropic elasticity of generalized...
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Effect of strength anisotropy on strain localization in natural clay
Strain localization in soils causes the failure of slopes and foundations. Shear strength is an important factor that affects strain localization in...
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A fracture energy–based viscoelastic–viscoplastic–anisotropic damage model for rate-dependent cracking of concrete
A fracture energy-based constitutive model of concrete in the framework of continuum damage mechanics is formulated. Elastic, viscoelastic, and...
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Free Vibration of Prestress Two-Dimensional Imperfect Functionally Graded Nano Beam Partially Resting on Elastic Foundation
In this paper, the free vibration of prestress two-dimensional imperfect functionally graded (2D-FG) nano beam partially resting on a Winkler...
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Influence of Hall Current on Thermoelastic Wave Behavior in Viscoelastic Fractional-Order Rotating Porous Solids
This article’s objective is to investigate the effect of Hall current on the propagation and reflection of thermoelastic waves through viscoelastic...
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Finite element based bending analysis of rectangular FGM plates using first-order shear deformation theory
FEM based bending analysis of rectangular FGM plates with different boundary conditions under various transverse loads is investigated based on the...
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On the Advances of Computational Nonclassical Continuum Theories of Elasticity for Bending Analyses of Small-Sized Plate-Based Structures: A Review
Nonclassical continuum theories of elasticity (NCTE) have been extensively used in the mechanical analyses of small-sized structures due to their...
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Introduction
To introduce readersreaders to the subject of composite (or heterogeneous) materials, it is necessary to begin with the main notions and definitions...
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On the Bending of Multilayered Plates Considering Surface Viscoelasticity
We discuss the bending resistance of multilayered plates taking into account surface/interfacial viscoelasticity. Within the linear surface...
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Modeling the thermal behavior of functionally graded media with a spherical gap: rectified sine wave heating via fourth-order Moore–Gibson–Thompson model
The main objective of this work is to introduce a new thermal conductivity model that can be utilized to solve the infinite thermal diffusion problem...
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Numerical investigation on buckling of two-directional porous functionally graded beam using higher order shear deformation theory
A large part of functionally graded materials is influenced by pores. By gradually expanding the distribution of pores from the surface to the...
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Microstructure based fatigue life prediction of polycrystalline materials using SFEM and CDM
Accurate fatigue life prediction of polycrystalline materials is crucial for many engineering applications. In polycrystalline materials, a...
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Understanding the first-order inhomogeneous linear elasticity through local gauge transformations
It is well known that classical linear elasticity equations are not form-invariant under local transformations. This is intrinsically related to the...
