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A mesh-free homotopic RPIM approach to simulate the two-dimensional material mixing during the FSW process

Archive of applied mechanics (1991), 2023-09, Vol.93 (9), p.3297-3311

2023

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On the use of Radial Point Interpolation Method (RPIM) in a high order continuation for the resolution of the geometrically nonlinear elasticity problems

Engineering analysis with boundary elements, 2020-01, Vol.110, p.69-79

2020

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Efficient buckling and post-buckling analysis of porous FG sandwich beams by new RPIM-HOCM mesh-free approach

Engineering structures, 2023-12, Vol.296, p.116951, Article 116951

2023

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Radial point interpolation method and high-order continuation for solving nonlinear transient heat conduction problems

Comptes rendus. Mecanique, 2020-12, Vol.348 (8-9), p.745-758

2020

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Highly efficient mesh-free approach to simulate the non-linear bending analysis of FG porous beams and sandwich beams with FG face sheets

Thin-walled structures, 2023-04, Vol.185, p.110614, Article 110614

2023

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Spectral Chebyshev method coupled with a high order continuation for nonlinear bending and buckling analysis of functionally graded sandwich beams

International journal for numerical methods in engineering, 2022-12, Vol.123 (24), p.6111-6126

2022

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Radial point interpolation‐Chebychev method with asymptotic numerical method for nonlinear buckling analysis of graphene oxide powder‐reinforced composite beams

International journal for numerical methods in engineering, 2024-06, Vol.125 (12), p.n/a

2024

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Numerical analysis of frictional contact between crack lips in the framework of Linear Elastic Fracture Mechanics by a mesh-free approach

Theoretical and applied fracture mechanics, 2023-04, Vol.124, p.103749, Article 103749

2023

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Investigating the bending and buckling behaviors of composite porous beams reinforced with carbon nanotubes and graphene platelets using a TRPIM path following mesh-free approach

Computers & structures, 2024-10, Vol.303, p.107492, Article 107492

2024

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An efficient mesh-free approach for the determination of stresses intensity factors

Engineering analysis with boundary elements, 2021-12, Vol.133, p.49-60

2021

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On the use of Hermit-type WLS approximation in a high order continuation method for buckling and wrinkling analysis of von-Kàrmàn plates

Engineering structures, 2023-03, Vol.278, p.115498, Article 115498

2023

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A Hermite-type collocation mesh-free approach for simulating incompressible viscous fluid flows

Mathematics and computers in simulation, 2024-07, Vol.221, p.515-532

2024

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An improved FSDT with an efficient mesh-free approach for nonlinear static analysis of FG-GOPRC beams

Structures (Oxford), 2023-12, Vol.58, p.105575, Article 105575

2023

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Method of fundamental solutions and high order algorithm to solve nonlinear elastic problems

Engineering analysis with boundary elements, 2018-04, Vol.89, p.25-35

2018

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Method of fundamental solutions and a high order continuation for bifurcation analysis within Föppl-von Karman plate theory

Engineering analysis with boundary elements, 2020-11, Vol.120, p.67-72

2020

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Asymptotic numerical method for finite plasticity

Finite elements in analysis and design, 2022-09, Vol.206, p.103759, Article 103759

2022

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Convergence acceleration by Padé approximants in the ANM algorithm for large strain elasto-plasticity

Finite elements in analysis and design, 2022-12, Vol.212, p.103853, Article 103853

2022

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Impact of Polymeric Composites on Static and Dynamic Behaviors of Timoshenko Beams Using Spectral and Newmark-$$\beta $$ Methods

Journal of Vibration Engineering & Technologies, 2024-07

2024

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Bifurcation indicator for geometrically nonlinear elasticity using the Method of Fundamental Solutions

Comptes rendus. Mecanique, 2019-02, Vol.347 (2), p.91-100

2019

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Fundamental solutions and asymptotic numerical methods for bifurcation analysis of nonlinear bi‐harmonic problems

Numerical methods for partial differential equations, 2019-11, Vol.35 (6), p.2091-2102

2019

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Simulation of a 2D Large Transformation Elastoplasticity Problem Using the ANM

Proceedings of the 4th International Conference on Numerical Modelling in Engineering, 2022, p.185-193

2022

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Numerical Computation of Plasticity in Large Deformations Using the Asymptotic Numerical Method

Advances in Integrated Design and Production II, p.195-202

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A High Order Continuation Method with a Weighted Least Squares Approach to Analysis Cracked Structures

2024 4th International Conference on Innovative Research in Applied Science, Engineering and Technology (IRASET), 2024, p.1-6

2024

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A mesh-free homotopic RPIM approach to simulate the two-dimensional material mixing during the FSW process

On the use of Radial Point Interpolation Method (RPIM) in a high order continuation for the resolution of the geometrically nonlinear elasticity problems

Efficient buckling and post-buckling analysis of porous FG sandwich beams by new RPIM-HOCM mesh-free approach

Radial point interpolation method and high-order continuation for solving nonlinear transient heat conduction problems

Highly efficient mesh-free approach to simulate the non-linear bending analysis of FG porous beams and sandwich beams with FG face sheets

Spectral Chebyshev method coupled with a high order continuation for nonlinear bending and buckling analysis of functionally graded sandwich beams

Radial point interpolation‐Chebychev method with asymptotic numerical method for nonlinear buckling analysis of graphene oxide powder‐reinforced composite beams

Numerical analysis of frictional contact between crack lips in the framework of Linear Elastic Fracture Mechanics by a mesh-free approach

Investigating the bending and buckling behaviors of composite porous beams reinforced with carbon nanotubes and graphene platelets using a TRPIM path following mesh-free approach

An efficient mesh-free approach for the determination of stresses intensity factors

On the use of Hermit-type WLS approximation in a high order continuation method for buckling and wrinkling analysis of von-Kàrmàn plates

A Hermite-type collocation mesh-free approach for simulating incompressible viscous fluid flows

An improved FSDT with an efficient mesh-free approach for nonlinear static analysis of FG-GOPRC beams

Method of fundamental solutions and high order algorithm to solve nonlinear elastic problems

Method of fundamental solutions and a high order continuation for bifurcation analysis within Föppl-von Karman plate theory

Asymptotic numerical method for finite plasticity

Convergence acceleration by Padé approximants in the ANM algorithm for large strain elasto-plasticity

Impact of Polymeric Composites on Static and Dynamic Behaviors of Timoshenko Beams Using Spectral and Newmark-$$\beta $$ Methods

Bifurcation indicator for geometrically nonlinear elasticity using the Method of Fundamental Solutions

Fundamental solutions and asymptotic numerical methods for bifurcation analysis of nonlinear bi‐harmonic problems

Simulation of a 2D Large Transformation Elastoplasticity Problem Using the ANM

Numerical Computation of Plasticity in Large Deformations Using the Asymptotic Numerical Method

A High Order Continuation Method with a Weighted Least Squares Approach to Analysis Cracked Structures

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