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[HTML][HTML] A review of peridynamic theory and nonlocal operators along with their computer implementations
This study presents a comprehensive exploration of Peridynamic (PD) theory, with a specific
focus on its theoretical foundations and practical implementations, including various PD …
focus on its theoretical foundations and practical implementations, including various PD …
Recent trends in computational damage models: An overview
This work presents an introduction to popular damage and fracture models along with the
major breakthroughs and the current state of the art. The theoretical and computational …
major breakthroughs and the current state of the art. The theoretical and computational …
Nonlocal modeling of bi-material and modulus graded plates using peridynamic differential operator
This study presents the application of the peridynamic differential operator (PDDO) on
modeling of bi-material plates with/without modulus graded regions. The PDDO converts the …
modeling of bi-material plates with/without modulus graded regions. The PDDO converts the …
Vibrational behavior of porous composite laminated plates using four unknown integral shear deformation theory
In this scientific work, an analytical solution for the dynamic analysis of cross-ply and angle-
ply laminated composite plates is proposed. Due to technical issues during the …
ply laminated composite plates is proposed. Due to technical issues during the …
A novel mixed finite element formulation based on the refined zigzag theory for the stress analysis of laminated composite plates
This study presents an accurate mixed variational formulation for the stress analysis of
laminated composite plates based on Refined Zigzag Theory (RZT). A two-field variational …
laminated composite plates based on Refined Zigzag Theory (RZT). A two-field variational …
A peridynamic approach for modeling of two dimensional functionally graded plates
This study investigates the crack initiation and its progression in two-dimensional
functionally graded (FG) plates under dynamic and quasi-static loading conditions by using …
functionally graded (FG) plates under dynamic and quasi-static loading conditions by using …
Finite element implementation of ordinary state-based peridynamics with variable horizon
This study presents an ordinary state-based peridynamic (OSB PD) analysis within the finite-
element framework while considering implicit/explicit solvers. The present PD formulation …
element framework while considering implicit/explicit solvers. The present PD formulation …
Triangular C0 continuous finite elements based on refined zigzag theory {2, 2} for free and forced vibration analyses of laminated plates
This study presents a finite element formulation to perform vibration analysis of laminated
composite plates based on the Refined Zigzag Theory of order {2, 2}, namely RZT-{2, 2} …
composite plates based on the Refined Zigzag Theory of order {2, 2}, namely RZT-{2, 2} …
Peridynamic modeling of composite laminates with material coupling and transverse shear deformation
This study presents a new state-based PeriDynamic (PD) model of a composite laminate
with arbitrary laminate layup; it captures all types of material couplings in the presence of …
with arbitrary laminate layup; it captures all types of material couplings in the presence of …
Wave propagation investigation of a porous sandwich FG plate under hygrothermal environments via a new first-order shear deformation theory
MA Al-Osta - Steel and Composite Structures, An International …, 2022 - dbpia.co.kr
This study investigates the wave propagation in porous functionally graded (FG) sandwich
plates subjected to hygrothermal environments. A new simple three-unknown first …
plates subjected to hygrothermal environments. A new simple three-unknown first …