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Geometrically nonlinear free vibration of Euler-Bernoulli shallow arch

Journal of physics. Conference series, 2021-04, Vol.1896 (1), p.12013

2021

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Geometrically non-linear forced vibrations of Euler–Bernoulli laminated composite beams

Journal of physics. Conference series, 2021-04, Vol.1896 (1), p.12016

2021

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Non-Linear Forced Vibration of Fully Clamped FGM Skew Plates using Homogenization Technique

MATEC Web of Conferences, 2019, Vol.286, p.3002

2019

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Non-linear vibrations of a simply supported rectangular plate carrying a centric mass

IOP conference series. Materials Science and Engineering, 2021-02, Vol.1070 (1), p.12112

2021

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Geometrically nonlinear forced vibrations of fully clamped multi-span beams carrying multiple masses and resting on a finite number of simple supports

Journal of physics. Conference series, 2019-07, Vol.1264 (1), p.12021

2019

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Assessments of shear core effects on sound transmission loss through sandwich panels using a two-scale approach

Computers & structures, 2017-04, Vol.182, p.227-237

2017

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A discrete model for geometrically nonlinear transverse free constrained vibrations of beams with various end conditions

Journal of sound and vibration, 2013-09, Vol.332 (20), p.5115-5134

2013

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Geometrically non-linear forced vibrations of fully clamped functionally graded beams with multi-cracks resting on intermediate simple supports

Journal of physics. Conference series, 2019-07, Vol.1264 (1), p.12023

2019

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A Discrete Model for Nonlinear Vibration of Beams Resting on Various Types of Elastic Foundations

Advances in Acoustics and Vibration, 2017-01, Vol.2017, p.1-25

2017

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On global bending–shear core transition effects for the vibroacoustic of sandwich structures: Analytical and numerical investigations

Composite structures, 2016-10, Vol.154, p.453-463

2016

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Nonlinear transverse vibrations of clamped beams carrying two or three concentrated masses at various locations

MATEC Web of Conferences, 2016, Vol.83, p.5009

2016

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NON-LINEAR VIBRATIONS OF SHELL-TYPE STRUCTURES: A REVIEW WITH BIBLIOGRAPHY

Journal of sound and vibration, 2002-08, Vol.255 (1), p.161-184

2002

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Geometrically nonlinear free vibrations of simply supported isotropic thin circular plates

Journal of sound and vibration, 2005-02, Vol.280 (3), p.903-924

2005

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Geometrically non-linear free and forced vibrations of simply supported circular cylindrical shells: A semi-analytical approach

International journal of non-linear mechanics, 2007-11, Vol.42 (9), p.1102-1115

2007

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Free vibrations of rectangular plates simply supported at two opposite edges and elastically restrained at the two other edges. An analytical and a semi-analytical method

Materials today : proceedings, 2022, Vol.59, p.899-903

2022

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Non-linear static behavior of simply supported and clamped -clamped beams subjected to a concentrated load

Materials today : proceedings, 2024-02

2024

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The effects of large vibration amplitudes on the axisymmetric mode shapes and natural frequencies of clamped thin isotropic circular plates. Part II: iterative and explicit analytical solution for non-linear coupled transverse and in-plane vibrations

Journal of sound and vibration, 2004-10, Vol.277 (1), p.1-30

2004

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The effects of large vibration amplitudes on the axisymmetric mode shapes and natural frequencies of clamped thin isotropic circular plates. Part I: iterative and explicit analytical solution for non-linear transverse vibrations

Journal of sound and vibration, 2003-07, Vol.265 (1), p.123-154

2003

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SEMI-ANALYTICAL APPROACH TO THE NON-LINEAR DYNAMIC RESPONSE PROBLEM OF S–S AND C–C BEAMS AT LARGE VIBRATION AMPLITUDES PART I: GENERAL THEORY AND APPLICATION TO THE SINGLE MODE APPROACH TO FREE AND FORCED VIBRATION ANALYSIS

Journal of sound and vibration, 1999-07, Vol.224 (2), p.183-207

1999

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Geometrically non-linear free vibrations of clamped–clamped beams with an edge crack

Computers & structures, 2006-02, Vol.84 (7), p.485-502

2006

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Improvement of the semi-analytical method, based on Hamilton's principle and spectral analysis, for determination of the geometrically non-linear response of thin straight structures. Part III: steady state periodic forced response of rectangular plates

Journal of sound and vibration, 2003-06, Vol.264 (1), p.1-35

2003

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A SEMI-ANALYTICAL APPROACH TO THE NON-LINEAR DYNAMIC RESPONSE PROBLEM OF BEAMS AT LARGE VIBRATION AMPLITUDES, PART II: MULTIMODE APPROACH TO THE STEADY STATE FORCED PERIODIC RESPONSE

Journal of sound and vibration, 2002-08, Vol.255 (1), p.1-41

2002

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GEOMETRICALLY NON-LINEAR FREE VIBRATION OF FULLY CLAMPED SYMMETRICALLY LAMINATED RECTANGULAR COMPOSITE PLATES

Journal of sound and vibration, 2002-04, Vol.251 (4), p.579-619

2002

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Large amplitude forced vibrations of multi-stepped beams carrying concentric masses

Mechanics research communications, 2023-10, Vol.132, p.104163, Article 104163

2023

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EXPERIMENTAL AND THEORETICAL INVESTIGATION OF THE LINEAR AND NON-LINEAR DYNAMIC BEHAVIOUR OF A GLARE 3 HYBRID COMPOSITE PANEL

Journal of sound and vibration, 2002-04, Vol.252 (2), p.281-315

2002

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Geometrically nonlinear free vibration of Euler-Bernoulli shallow arch

Geometrically non-linear forced vibrations of Euler–Bernoulli laminated composite beams

Non-Linear Forced Vibration of Fully Clamped FGM Skew Plates using Homogenization Technique

Non-linear vibrations of a simply supported rectangular plate carrying a centric mass

Geometrically nonlinear forced vibrations of fully clamped multi-span beams carrying multiple masses and resting on a finite number of simple supports

Assessments of shear core effects on sound transmission loss through sandwich panels using a two-scale approach

A discrete model for geometrically nonlinear transverse free constrained vibrations of beams with various end conditions

Geometrically non-linear forced vibrations of fully clamped functionally graded beams with multi-cracks resting on intermediate simple supports

A Discrete Model for Nonlinear Vibration of Beams Resting on Various Types of Elastic Foundations

On global bending–shear core transition effects for the vibroacoustic of sandwich structures: Analytical and numerical investigations

Nonlinear transverse vibrations of clamped beams carrying two or three concentrated masses at various locations

NON-LINEAR VIBRATIONS OF SHELL-TYPE STRUCTURES: A REVIEW WITH BIBLIOGRAPHY

Geometrically nonlinear free vibrations of simply supported isotropic thin circular plates

Geometrically non-linear free and forced vibrations of simply supported circular cylindrical shells: A semi-analytical approach

Free vibrations of rectangular plates simply supported at two opposite edges and elastically restrained at the two other edges. An analytical and a semi-analytical method

Non-linear static behavior of simply supported and clamped -clamped beams subjected to a concentrated load

The effects of large vibration amplitudes on the axisymmetric mode shapes and natural frequencies of clamped thin isotropic circular plates. Part II: iterative and explicit analytical solution for non-linear coupled transverse and in-plane vibrations

The effects of large vibration amplitudes on the axisymmetric mode shapes and natural frequencies of clamped thin isotropic circular plates. Part I: iterative and explicit analytical solution for non-linear transverse vibrations

SEMI-ANALYTICAL APPROACH TO THE NON-LINEAR DYNAMIC RESPONSE PROBLEM OF S–S AND C–C BEAMS AT LARGE VIBRATION AMPLITUDES PART I: GENERAL THEORY AND APPLICATION TO THE SINGLE MODE APPROACH TO FREE AND FORCED VIBRATION ANALYSIS

Geometrically non-linear free vibrations of clamped–clamped beams with an edge crack

Improvement of the semi-analytical method, based on Hamilton's principle and spectral analysis, for determination of the geometrically non-linear response of thin straight structures. Part III: steady state periodic forced response of rectangular plates

A SEMI-ANALYTICAL APPROACH TO THE NON-LINEAR DYNAMIC RESPONSE PROBLEM OF BEAMS AT LARGE VIBRATION AMPLITUDES, PART II: MULTIMODE APPROACH TO THE STEADY STATE FORCED PERIODIC RESPONSE

GEOMETRICALLY NON-LINEAR FREE VIBRATION OF FULLY CLAMPED SYMMETRICALLY LAMINATED RECTANGULAR COMPOSITE PLATES

Large amplitude forced vibrations of multi-stepped beams carrying concentric masses

EXPERIMENTAL AND THEORETICAL INVESTIGATION OF THE LINEAR AND NON-LINEAR DYNAMIC BEHAVIOUR OF A GLARE 3 HYBRID COMPOSITE PANEL

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