TY  - GEN
AU  - Bui,Tinh Quoc
AU  - Yu,Tiantang
AU  - Singh,Indra Vir
AU  - Lich,Le Van
TI  - Advances in Mechanical Problems of Functionally Graded Materials and Structures
SN  - books978-3-03921-659-8
PY  - 2019///
PB  - MDPI - Multidisciplinary Digital Publishing Institute
KW  - power-law distribution
KW  - evanescent wave
KW  - flow theory of plasticity
KW  - free vibration characteristics
KW  - neural networks
KW  - geometrically nonlinear analysis
KW  - finite element method
KW  - stress concentration factor
KW  - inhomogeneous composite materials
KW  - circular plate
KW  - porous materials
KW  - minimum module approximation method
KW  - ANFIS
KW  - electroelastic solution
KW  - functionally graded piezoelectric materials
KW  - Love wave
KW  - polynomial approach
KW  - stepped FG paraboloidal shell
KW  - material design
KW  - damping coefficient
KW  - spring stiffness technique
KW  - Lamb wave
KW  - pure bending
KW  - general edge conditions
KW  - residual stress
KW  - graded finite elements
KW  - large strain
KW  - non-linear buckling analysis
KW  - orthogonal stiffener
KW  - combined mechanical loads
KW  - functionally graded piezoelectric-piezomagnetic material
KW  - functionally graded beams
KW  - attenuation
KW  - failure and damage
KW  - analytical solution
KW  - functionally graded materials
KW  - elastoplastic analysis
KW  - elastic foundation
KW  - hollow disc
KW  - different moduli in tension and compression
KW  - external pressure
KW  - functional graded saturated material
KW  - bimodulus
KW  - fuzzy logic
KW  - truncated conical sandwich shell
KW  - quadratic solid–shell elements
KW  - functionally graded viscoelastic material
KW  - finite element analysis
KW  - residual strain
KW  - neutral layer
KW  - elliptical hole
KW  - thin structures
KW  - functionally graded plate
KW  - inhomogeneity
KW  - clustering
KW  - metal foam core layer
KW  - robotics and contact wear
KW  - dispersion
KW  - high order shear deformation theory
KW  - finite elements
N1  - Open Access
N2  - The book deals with novel aspects and perspectives in functionally graded materials (FGMs), which are advanced engineering materials designed for a specific performance or function with spatial gradation in structure and/or composition. The contributions mainly focus on numerical simulations of mechanical properties and the behavior of FGMs and FGM structures. Several advancements in numerical simulations that are particularly useful for investigations on FGMs have been proposed and demonstrated in this Special Issue. Such proposed approaches provide incisive methods to explore and predict the mechanical and structural characteristics of FGMs subjected to thermoelectromechanical loadings under various boundary and environmental conditions. The contributions have resulted in enhanced activity regarding the prediction of FGM properties and global structural responses, which are of great importance when considering the potential applications of FGM structures. Furthermore, the presented scientific scope is, in some way, an answer to the continuous demand for FGM structures, and opens new perspectives for their practical use
UR  - https://mdpi.com/books/pdfview/book/1750
UR  - https://directory.doabooks.org/handle/20.500.12854/40305
ER  -