Hygro-thermal vibrations and buckling of laminated nanoplates via nonlocal strain gradient theory
Vibrations and buckling of thin laminiated composite nano plates in hygrothermal
environment are investigated using second-order strain gradient theory. Hamilton's principle …
environment are investigated using second-order strain gradient theory. Hamilton's principle …
Trigonometric solution for the bending analysis of magneto-electro-elastic strain gradient nonlocal nanoplates in hygro-thermal environment
Nanoplates have been extensively utilized in the recent years for applications in
nanoengineering as sensors and actuators. Due to their operative nanoscale, the …
nanoengineering as sensors and actuators. Due to their operative nanoscale, the …
Critical temperatures for vibrations and buckling of magneto-electro-elastic nonlocal strain gradient plates
An analytical method is presented in this work for the linear vibrations and buckling of nano-
plates in a hygro-thermal environment. Nonlinear von Kármán terms are included in the …
plates in a hygro-thermal environment. Nonlinear von Kármán terms are included in the …
Micromechanical simulations of additively manufactured aluminum alloys
V Romanova, R Balokhonov, O Zinovieva… - Computers & …, 2021 - Elsevier
A computational approach to simulating the deformation response of additively
manufactured aluminum alloys is presented. A three-dimensional microstructure with the …
manufactured aluminum alloys is presented. A three-dimensional microstructure with the …
Data-driven stress and strain curves of the unidirectional composites by deep neural networks with principal component analysis and selective-data augmentation
This study proposes a data-driven approach using a deep neural network (DNN) to
efficiently predict the stress–strain (SS) curves for unidirectional composites. Firstly, a …
efficiently predict the stress–strain (SS) curves for unidirectional composites. Firstly, a …
FEM-Cluster based reduction method for efficient numerical prediction of effective properties of heterogeneous material in nonlinear range
A novel FEM-Cluster based reduced order method or FEM-Cluster based Analysis method
(FCA) which enables efficient numerical prediction of effective properties of heterogeneous …
(FCA) which enables efficient numerical prediction of effective properties of heterogeneous …
[HTML][HTML] Solution for cross-and angle-ply laminated Kirchhoff nano plates in bending using strain gradient theory
F Cornacchia, N Fantuzzi, R Luciano… - Composites Part B …, 2019 - Elsevier
The static analysis of Kirchhoff nano plates subjected to uniformly (UDL) and sinusoidally
(SSL) distributed load is computed. The strain gradient nonlocal theory has been employed …
(SSL) distributed load is computed. The strain gradient nonlocal theory has been employed …
Least-weight composite plates with unconventional stacking sequences: Design, analysis and experiments
M Montemurro, MI Izzi, J El-Yagoubi… - Journal of Composite …, 2019 - journals.sagepub.com
This study deals with the problem of the least-weight design of a composite multilayer plate
subject to constraints of different nature (mechanical, geometrical and technological …
subject to constraints of different nature (mechanical, geometrical and technological …
Fast statistical homogenization procedure (FSHP) for particle random composites using virtual element method
Mechanical behaviour of particle composite materials is growing of interest to engineering
applications. A computational homogenization procedure in conjunction with a statistical …
applications. A computational homogenization procedure in conjunction with a statistical …
Bending characteristics of carbon nanotubes: Micropolar elasticity models and molecular dynamics simulations
The present paper aims at evaluating non-classical continuum parameters for each class of
armchair and zigzag single-walled CNTs focusing on the scale effect in their flexural …
armchair and zigzag single-walled CNTs focusing on the scale effect in their flexural …