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Composite Structures, ISSN 0263-8223, 10/2018, Volume 201, pp. 647 - 663
Journal Article
Composite Structures, ISSN 0263-8223, 09/2019, Volume 224, p. 110935
In this paper, an extended first order shear deformation theory is proposed for Reissner-Mindlin laminated composite panels with internal delamination... 
Reissner-Mindlin plates | Contact effect | Delamination | Buckling | First order shear deformation | MODE-I | FATIGUE RESISTANCE | MATERIALS SCIENCE, COMPOSITES | WIDTH | SANDWICH PLATES | MECHANICS | BUCKLING ANALYSIS | LAMINATED PLATES | POSTBUCKLING BEHAVIOR | GROWTH | COLUMNS | THICKNESS
Journal Article
Journal of intelligent material systems and structures, ISSN 1530-8138, 2019, Volume 30, Issue 4, pp. 517 - 535
.... A modified first-order shear deformation theory is introduced in the present method to remove the shear correction factor and improve the accuracy of transverse shear stresses... 
Modified first-order shear deformation theory | geometrically nonlinear analysis | four-node shell | sensors/actuators | piezoelectric material | ACTIVE CONTROL | COMPOSITE PLATES | BEAMS | MATERIALS SCIENCE, MULTIDISCIPLINARY | INTEGRATED PIEZOELECTRIC SENSORS | ORDER THEORY | FREQUENCY-DOMAIN | NUMERICAL-ANALYSIS | DYNAMIC-ANALYSIS | FGM PLATES | FUNCTIONALLY GRADED MATERIALS
Journal Article
European Journal of Mechanics / A Solids, ISSN 0997-7538, 03/2018, Volume 68, pp. 75 - 87
An original and consistent first-order shear deformation theory that retains all the nonlinear terms in the in-plane displacements and rotations is presented here... 
Laminated shells | Chaos | First-order shear deformation theory | Nonlinear vibrations | DYNAMIC-ANALYSIS | MECHANICS | DOUBLY-CURVED SHELLS | CIRCULAR CYLINDRICAL-SHELLS | THICK SHELLS | FINITE-ELEMENT FORMULATION | COMPOSITE
Journal Article
Meccanica (Milan), ISSN 1572-9648, 2016, Volume 52, Issue 4-5, pp. 1063 - 1077
... theory in relation to first-order shear deformation theory of plates. The numerical solution for the nanoplate vibration frequencies is proposed applying the differential quadrature method, as a simple, effective and precise numerical tool... 
Free vibration | Classical Mechanics | Civil Engineering | Automotive Engineering | Mechanical Engineering | Viscoelastic nanoplates | Non-uniform geometry | Nonlocal first-order shear deformation theory | Physics | COMPOSITE PLATES | LAYERED GRAPHENE SHEETS | BEAMS | CARBON NANOTUBES | DYNAMIC-RESPONSE | ELASTICITY | FOUNDATION | MECHANICS | FILMS | CONTINUUM-MECHANICS | Vibration | Mechanical engineering | Analysis | Differential equations
Journal Article
ZAMM ‐ Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, ISSN 0044-2267, 10/2015, Volume 95, Issue 10, pp. 1004 - 1011
Journal Article
Journal of Vibration and Control, ISSN 1077-5463, 10/2015, Volume 21, Issue 14, pp. 2755 - 2772
Journal Article
International Journal of Mechanical Sciences, ISSN 0020-7403, 06/2015, Volume 96-97, pp. 163 - 171
.... First-order shear deformation theories (FSDT) like the Mindlin theory are usually applied to these laminated plates in combination with a homogenisation approach... 
First-order shear deformation theory | User element | Photovoltaic panel | FEM | MECHANICS | PLATE-THEORY | BEAMS | MODEL | SANDWICH | LAYER | ENGINEERING, MECHANICAL | Solar energy industry | Solar collectors | Solar cells | Panels | Photovoltaic cells | Mathematical analysis | Shear deformation | Glass | Laminates | Homogenizing
Journal Article
Composites Part B, ISSN 1359-8368, 12/2018, Volume 154, pp. 225 - 241
Based on the first-order shear deformation and Donnell's shell theory with von Karman non-linearity, one decoupled stability equation for buckling analysis of functionally graded (FG... 
Combined thermo-mechanical loadings | First-order shear deformation theory | Adjacent equilibrium method | Linear stability analysis | FG and multilayered circular cylindrical shells | EXTERNAL-PRESSURE | DESIGN | AXIAL-COMPRESSION | MATERIALS SCIENCE, COMPOSITES | PLATES | ELASTICITY | ENGINEERING, MULTIDISCIPLINARY | THIN SHELLS
Journal Article
Journal of Mechanics of Materials and Structures, ISSN 1559-3959, 2010, Volume 5, Issue 2, pp. 341 - 367
Journal Article