An improved quadrilateral finite element for nonlinear second-order strain gradient elastic Kirchhoff plates

On the finite element formulation for second-order strain gradient nonlocal beam theories

(2018) Bishweshwar Babu et al.   MECHANICS OF ADVANCED MATERIALS AND STRUCTURES

Analytical solution for strain gradient elastic Kirchhoff rectangular plates under transverse static loading

(2018) Bishweshwar Babu et al.   EUROPEAN JOURNAL OF MECHANICS A-SOLIDS

Dynamic bifurcations analysis of a micro rotating shaft considering non-classical theory and internal damping

(2018) S. Ali Ghasabi et al.   MECCANICA

A new computationally efficient finite element formulation for nanoplates using second-order strain gradient Kirchhoff's plate theory

(2018) Bishweshwar Babu et al.   COMPOSITES PART B-ENGINEERING

Dynamic stability in parametric resonance of axially excited Timoshenko microbeams

(2016) Hamed Farokhi et al.   MECCANICA

Study of non-uniform viscoelastic nanoplates vibration based on nonlocal first-order shear deformation theory

(2016) M. Mohammadsalehi et al.   MECCANICA

Buckling analysis of cylindrical thin-shells using strain gradient elasticity theory

(2016) N. M. Anoop Krishnan et al.   MECCANICA

On the nonlinear resonant dynamics of Timoshenko microbeams: effects of axial load and geometric imperfection

(2015) Hamed Farokhi et al.   MECCANICA

Nonlocal viscoelasticity based vibration of double viscoelastic piezoelectric nanobeam systems

(2015) A. H. Ghorbanpour-Arani et al.   MECCANICA

Linear free vibration in pre/post-buckled states and nonlinear dynamic stability of lipid tubules based on nonlocal beam model

(2015) Jun Zhong et al.   MECCANICA

Finite element static and stability analysis of gradient elastic beam structures

(2014) I. P. Pegios et al.   ACTA MECHANICA

Size-dependent axial buckling analysis of functionally graded circular cylindrical microshells based on the modified strain gradient elasticity theory

(2014) R. Gholami et al.   MECCANICA

The mechanically based non-local elasticity: an overview of main results and future challenges

(2013) M. Di Paola et al.   PHILOSOPHICAL TRANSACTIONS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES

Vibration of single-layered graphene sheet-based nanomechanical sensor via nonlocal Kirchhoff plate theory

(2012) Zhi-Bin Shen et al.   COMPUTATIONAL MATERIALS SCIENCE

Detection of gas atoms via vibration of graphenes

(2011) Behrouz Arash et al.   PHYSICS LETTERS A

Variational analysis of gradient elastic flexural plates under static loading

(2010) S. Papargyri-Beskou et al.   INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES

The bending of single layer graphene sheets: the lattice versus continuum approach

(2010) F Scarpa et al.   NANOTECHNOLOGY

Physically-Based Approach to the Mechanics of Strong Non-Local Linear Elasticity Theory

(2009) M. Di Paola et al.   JOURNAL OF ELASTICITY

Nonlocal continuum theories of beams for the analysis of carbon nanotubes

(2008) J. N. Reddy et al.   JOURNAL OF APPLIED PHYSICS

Applications of single-layered graphene sheets as mass sensors and atomistic dust detectors

(2007) A. Sakhaee-Pour et al.   SOLID STATE COMMUNICATIONS