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Free vibration and stability analyses of functionally graded plates resting on elastic foundations based on 2D and quasi-3D shear deformation theories using the finite strip method
Free vibration and stability analyses of functionally graded plates resting on elastic foundations based on 2D and quasi-3D shear deformation theories using the finite strip method
Seismic response of structures on flexible base under foundation uplift augmented by vertical component of near-field ground motions
A new mathematical approach to improve residual stress measurement in ring-core method
A mathematical programming model for single round-robin tournament problem: A case study of Volleyball Nations League
Locomotive Assignment Problem with Consideration of Infrastructure and Freight Train Constraints: Mathematical Programming Model and Metaheuristic Solution Approaches
Locomotive Assignment Problem with Consideration of Infrastructure and Freight Train Constraints: Mathematical Programming Model and Metaheuristic Solution Approaches
Vibration Analysis of Piezoelectric Carbon Nanotube Considering Surface Effects, Located in the Magnetic Field and Resting on Nonlinear Viscoelastic Foundation
Stability and Dynamic of HIV-1 Mathematical Model with Logistic Target Cell Growth, Treatment Rate, Cure Rate and Cell-to-cell Spread
Simulation and characterization of the mechanical properties of knitted esophageal stents using finite element and mathematical models
Stability and dynamic analysis of in-plane heterogeneous orthotropic nanoplates: effect of elastic foundation and surface layer with variable thickness
New anthracene-based Oxime-Palladium complexes loaded on albumin nanoparticles, in vitro cytotoxicity, mathematical release mechanism studies and biological macromolecules interaction investigation
PINN-based forward and inverse bending analysis of nanobeams on a three-parameter nonlinear elastic foundation including hardening and softening effect using nonlocal elasticity theory
PINN-based forward and inverse bending analysis of nanobeams on a three-parameter nonlinear elastic foundation including hardening and softening effect using nonlocal elasticity theory
PINN-based forward and inverse bending analysis of nanobeams on a three-parameter nonlinear elastic foundation including hardening and softening effect using nonlocal elasticity theory