Thin-Walled Structures, Journal Year: 2024, Volume and Issue: unknown, P. 112494 - 112494
Published: Sept. 1, 2024
Language: Английский
Thin-Walled Structures, Journal Year: 2024, Volume and Issue: unknown, P. 112494 - 112494
Published: Sept. 1, 2024
Language: Английский
Thin-Walled Structures, Journal Year: 2024, Volume and Issue: 197, P. 111610 - 111610
Published: Jan. 18, 2024
Language: Английский
Citations
20Composite Structures, Journal Year: 2025, Volume and Issue: unknown, P. 118961 - 118961
Published: Feb. 1, 2025
Language: Английский
Citations
5Engineering Analysis with Boundary Elements, Journal Year: 2022, Volume and Issue: 144, P. 145 - 164
Published: Aug. 20, 2022
Language: Английский
Citations
56Engineering Analysis with Boundary Elements, Journal Year: 2022, Volume and Issue: 138, P. 369 - 389
Published: March 11, 2022
Language: Английский
Citations
40Applied Mathematical Modelling, Journal Year: 2023, Volume and Issue: 124, P. 122 - 141
Published: Aug. 1, 2023
Language: Английский
Citations
33Mechanics of Advanced Materials and Structures, Journal Year: 2023, Volume and Issue: 31(26), P. 7853 - 7869
Published: Aug. 28, 2023
AbstractIn the existing paper, thermo-mechanical buckling performance of three-layered advanced fluid-infiltrated porous shells that are embedded between two GPLs-reinforced composite layers is investigated. The influence fluids in pores investigated using Skempton coefficient. Imperfection types and ratio effects also considered. Moreover, for face layers, Graphene nanoplatelets (GPLs) weight fraction dispersion patterns studied. After deriving governing equations employing virtual displacement method, they solved analytically via Navier's approach. Finally, impact different factors on critical loads (CBLs) temperatures (CBTs) cylindrical, spherical, doubly-curved assessed.Keywords: nanoplateletsfluid-infiltrated materialsthermo-elastic bucklingfirst-order shear deformation theorydoubly-curved shellsandwich structures Disclosure statementThe authors state there no conflict interest them to disclose.
Language: Английский
Citations
30Engineering Structures, Journal Year: 2022, Volume and Issue: 273, P. 115094 - 115094
Published: Oct. 18, 2022
Language: Английский
Citations
36Applied Sciences, Journal Year: 2022, Volume and Issue: 12(8), P. 3932 - 3932
Published: April 13, 2022
The present work studies an axisymmetric rotating truncated cone made of functionally graded (FG) porous materials reinforced by graphene platelets (GPLs) under a thermal loading. problem is tackled theoretically based on classical linear thermoelasticity approach. consists layered material with uniform or non-uniform dispersion GPLs in metal matrix open-cell internal pores, whose effective properties are determined according to the extended rule mixture and modified Halpin–Tsai model. A finite element method (FEM) Rayleigh–Ritz energy formulation Crank–Nicolson algorithm here applied solve both time space domain. thermo-mechanical response checked for different porosity distributions (uniform graded), together types GPL patterns across thickness. parametric study performed analyze effect coefficients, weight fractions GPL, semi-vertex angles cone, circular velocity, thermal, kinematic, stress structural member.
Language: Английский
Citations
35Aerospace Science and Technology, Journal Year: 2022, Volume and Issue: 129, P. 107823 - 107823
Published: Aug. 22, 2022
Language: Английский
Citations
34Mechanics of Advanced Materials and Structures, Journal Year: 2022, Volume and Issue: 30(19), P. 4016 - 4027
Published: June 14, 2022
The present research proposes an applicable and impressive analytical model of Aircraft Engine Cowl (AEC) due to auspicate its frequency parameter. For the first time, authors configured structure AEC by joining two well-known shapes shell, including elliptical conical. This procedure is implemented obtaining governing motion organization differential equations affiliated with Joined Elliptical-Conical Shells (JECS) in line first-order shear deformation theory (FSDT) General Shell Formulation (GSF). Moreover, Functionally Graded Materials (FGMs) various spreading forms along structure’s thickness are used enhance dynamic performance AEC. It worth mentioning that recognized Rule Mixture (RM) engaged for achieving equivalent mechanical characteristics FGM. Finally, a semi-analytical Generalized Differential Quadrature (GDQ) hired extract resulting system access free vibration responses diverse Boundary Conditions (BCs). interesting numerical done inspect remnants geometric material features on oscillation demeanor structures. will be verified projected can helpful AEC’s analysis extendable other types studies predict structure's static treatment.
Language: Английский
Citations
33