Composite Structures, ISSN 0263-8223, 01/2014, Volume 107, pp. 620 - 628
This paper presents a simple and accurate sandwich plate theory accounting for the transverse normal strain and interfacial stress continuity. A refined cubic...
Sandwich plate theory | Transverse normal strain | Transverse shear function | Interfacial stress continuity | Analytical solution | MECHANICS | SHEAR DEFORMATION-THEORY | MATERIALS SCIENCE, COMPOSITES | SHELLS | Stresses | Plate theory | Accuracy | Accounting | Mathematical analysis | Mathematical models | Continuity | Interfacial stresses | Strain
Sandwich plate theory | Transverse normal strain | Transverse shear function | Interfacial stress continuity | Analytical solution | MECHANICS | SHEAR DEFORMATION-THEORY | MATERIALS SCIENCE, COMPOSITES | SHELLS | Stresses | Plate theory | Accuracy | Accounting | Mathematical analysis | Mathematical models | Continuity | Interfacial stresses | Strain
Journal Article
International Journal of Solids and Structures, ISSN 0020-7683, 09/2012, Volume 49, Issue 18, pp. 2604 - 2616
► Principle of virtual work accounts for transverse normal strain in contact problems. ► Analytical beam theory solutions are obtained and compared to FE...
Transverse normal strain | Timoshenko beam theory | Beam theory | Contact mechanics | Orthotropic material | MECHANICS | Mechanical engineering | Beam theory (structures)
Transverse normal strain | Timoshenko beam theory | Beam theory | Contact mechanics | Orthotropic material | MECHANICS | Mechanical engineering | Beam theory (structures)
Journal Article
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Contact solutions for a circular orthotropic beam accounting for transverse normal strain
International Journal of Engineering Science, ISSN 0020-7225, 06/2012, Volume 55, pp. 1 - 17
A higher order orthotropic circular beam theory, which accounts for radial and circumferential normal strain, as well as deformations due to transverse...
Curved beam | Shearing deformation | Transverse normal strain | Orthotropic | Timoshenko beam | Extensibility | Contact | ENGINEERING, MULTIDISCIPLINARY | Mechanical engineering | Tires
Curved beam | Shearing deformation | Transverse normal strain | Orthotropic | Timoshenko beam | Extensibility | Contact | ENGINEERING, MULTIDISCIPLINARY | Mechanical engineering | Tires
Journal Article
Finite Elements in Analysis & Design, ISSN 0168-874X, 2012, Volume 48, Issue 1, pp. 1346 - 1357
This paper describes a higher-order global–local theory for thermal/mechanical response of moderately thick laminated composites with general lamination...
Higher order theory | Transverse normal strain | Laminated composite and sandwich | Angle-ply | Finite element | MATHEMATICS, APPLIED | COUPLED ZIGZAG THEORY | STATIC ANALYSIS | STABILITY | VIBRATIONS | FORMULATION | SANDWICH PLATES | MECHANICS | STRESS | Mechanical engineering | Laminated materials | Analysis | Finite element method | Interpolation | Mathematical analysis | Shear stress | Mathematical models | Laminates | Displacement | Plates
Higher order theory | Transverse normal strain | Laminated composite and sandwich | Angle-ply | Finite element | MATHEMATICS, APPLIED | COUPLED ZIGZAG THEORY | STATIC ANALYSIS | STABILITY | VIBRATIONS | FORMULATION | SANDWICH PLATES | MECHANICS | STRESS | Mechanical engineering | Laminated materials | Analysis | Finite element method | Interpolation | Mathematical analysis | Shear stress | Mathematical models | Laminates | Displacement | Plates
Journal Article
COMPUTATIONAL MECHANICS, ISSN 0178-7675, 05/2011, Volume 47, Issue 5, pp. 479 - 491
In this paper, an accurate and efficient C-0-type third-order global-local model incorporating effects of the transverse normal strain is proposed to study the...
Thermal stress | Transverse normal strain | FINITE-ELEMENTS | LAMINATED COMPOSITE | STABILITY | Multilayer composite plate | VIBRATIONS | INTERLAMINAR STRESSES | LAYERWISE THEORIES | HIGHER-ORDER THEORY | SANDWICH PLATES | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | MECHANICS | C-0-type global-local theory | ZIGZAG THEORY
Thermal stress | Transverse normal strain | FINITE-ELEMENTS | LAMINATED COMPOSITE | STABILITY | Multilayer composite plate | VIBRATIONS | INTERLAMINAR STRESSES | LAYERWISE THEORIES | HIGHER-ORDER THEORY | SANDWICH PLATES | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | MECHANICS | C-0-type global-local theory | ZIGZAG THEORY
Journal Article
Journal of Thermal Stresses, ISSN 0149-5739, 01/2013, Volume 36, Issue 1, pp. 19 - 36
In this paper, an enhanced Reddy's theory is proposed for sandwich plates subjected to varying temperature fields. Based on the enhanced Reddy's theory,...
Sandwich plates | Transverse normal strain | Temperature profile | Analytical solution | Enhanced Reddy's theory | SHEAR DEFORMATION-THEORY | COMPOSITE PLATES | HIGHER-ORDER THEORIES | LAYERED PLATES | THERMAL-STRESSES | CROSS-PLY | ELEMENTS | MECHANICS | THERMODYNAMICS | LAMINATED PLATES | Stress distribution | Mathematical analysis | Fluid flow | Mathematical models | Temperature profiles | Plates | Thermal stresses | Strain
Sandwich plates | Transverse normal strain | Temperature profile | Analytical solution | Enhanced Reddy's theory | SHEAR DEFORMATION-THEORY | COMPOSITE PLATES | HIGHER-ORDER THEORIES | LAYERED PLATES | THERMAL-STRESSES | CROSS-PLY | ELEMENTS | MECHANICS | THERMODYNAMICS | LAMINATED PLATES | Stress distribution | Mathematical analysis | Fluid flow | Mathematical models | Temperature profiles | Plates | Thermal stresses | Strain
Journal Article
Computational Mechanics, ISSN 0178-7675, 5/2011, Volume 47, Issue 5, pp. 479 - 491
In this paper, an accurate and efficient C0-type third-order global–local model incorporating effects of the transverse normal strain is proposed to study the...
Thermal stress | Engineering | C 0 -type global–local theory | Transverse normal strain | Multilayer composite plate | Computational Science and Engineering | Theoretical and Applied Mechanics | Classical Continuum Physics | type global-local theory | Stresses | Strain analysis | Deformation | Independent variables | Laminates | Displacement | Finite element method | Multilayers | Interpolation | Dependent variables | Plates (structural members) | Shear stress | Composite structures | Plates | Mathematical analysis | Mathematical models | Strain
Thermal stress | Engineering | C 0 -type global–local theory | Transverse normal strain | Multilayer composite plate | Computational Science and Engineering | Theoretical and Applied Mechanics | Classical Continuum Physics | type global-local theory | Stresses | Strain analysis | Deformation | Independent variables | Laminates | Displacement | Finite element method | Multilayers | Interpolation | Dependent variables | Plates (structural members) | Shear stress | Composite structures | Plates | Mathematical analysis | Mathematical models | Strain
Journal Article
COMPOSITE STRUCTURES, ISSN 0263-8223, 07/2013, Volume 101, pp. 157 - 167
In order to consider the transverse normal strain for thermal expansion problems of laminated composites, the expansion order of the transverse displacement is...
C-0-type global-local higher-order theory | Thermal stress | Navier-type solution | VIBRATION | SHEAR DEFORMATION | Transverse normal thermal strain | Laminated composite | THERMOELASTIC ANALYSIS | MATERIALS SCIENCE, COMPOSITES | DEFORMATION-THEORY | CROSS-PLY | STRESSES | SANDWICH PLATES | FINITE-ELEMENT | ZIGZAG THEORY
C-0-type global-local higher-order theory | Thermal stress | Navier-type solution | VIBRATION | SHEAR DEFORMATION | Transverse normal thermal strain | Laminated composite | THERMOELASTIC ANALYSIS | MATERIALS SCIENCE, COMPOSITES | DEFORMATION-THEORY | CROSS-PLY | STRESSES | SANDWICH PLATES | FINITE-ELEMENT | ZIGZAG THEORY
Journal Article
Composite Structures, ISSN 0263-8223, 07/2013, Volume 101, pp. 157 - 167
In order to consider the transverse normal strain for thermal expansion problems of laminated composites, the expansion order of the transverse displacement is...
Thermal stress | C0-type global–local higher-order theory | Transverse normal thermal strain | Laminated composite | Navier-type solution | type global-local higher-order theory
Thermal stress | C0-type global–local higher-order theory | Transverse normal thermal strain | Laminated composite | Navier-type solution | type global-local higher-order theory
Journal Article
Jisuan Lixue Xuebao/Chinese Journal of Computational Mechanics, ISSN 1007-4708, 2014, Volume 31, Issue 3, pp. 345 - 350
Journal Article
Composite Structures, ISSN 0263-8223, 09/2016, Volume 152, pp. 546 - 557
Hygrothermoelastic stress has strong impact on composite structures due to their intrinsic heterogeneity, so five-unknown higher-order models have been usually...
Hygrothermal behavior | Transverse normal strain | Analytical solution | Higher-order model | GRADED SANDWICH PLATES | PLY LAMINATED PLATES | BEHAVIOR | MATERIALS SCIENCE, COMPOSITES | INTERLAMINAR STRESSES | FIBER-REINFORCED COMPOSITES | BEAM | ELASTIC FOUNDATIONS | SHALLOW SHELLS | ZIGZAG THEORY | TRANSIENT | Stresses | Accuracy | Deformation | Plates (structural members) | Mathematical models | Composite structures | Displacement | Strain
Hygrothermal behavior | Transverse normal strain | Analytical solution | Higher-order model | GRADED SANDWICH PLATES | PLY LAMINATED PLATES | BEHAVIOR | MATERIALS SCIENCE, COMPOSITES | INTERLAMINAR STRESSES | FIBER-REINFORCED COMPOSITES | BEAM | ELASTIC FOUNDATIONS | SHALLOW SHELLS | ZIGZAG THEORY | TRANSIENT | Stresses | Accuracy | Deformation | Plates (structural members) | Mathematical models | Composite structures | Displacement | Strain
Journal Article
Jisuan Lixue Xuebao/Chinese Journal of Computational Mechanics, ISSN 1007-4708, 04/2015, Volume 32, Issue 2, pp. 206 - 211
Journal Article
Journal of Composite Materials, ISSN 0021-9983, 6/2019, Volume 53, Issue 14, pp. 1883 - 1896
A refined sinusoidal model considering transverse normal strain has been developed for thermoelastic analysis of functionally graded material plate. Although...
transverse normal strain | analytical solution | functionally graded plates | Refined sinusoidal model | thermoelastic analysis
transverse normal strain | analytical solution | functionally graded plates | Refined sinusoidal model | thermoelastic analysis
Journal Article
Composite Structures, ISSN 0263-8223, 2005, Volume 69, Issue 3, pp. 259 - 270
Here, the free vibration characteristics of functionally graded elliptical cylindrical shells are analyzed using finite element formulated based on the theory...
Functionally graded shell | Higher-order theory | Transverse normal strain | Free vibration | Elliptical | ACTIVE CONTROL | functionally graded shell | EQUATIONS | MATERIALS SCIENCE, COMPOSITES | free vibration | PLATES | GRADIENT | higher-order theory | FGM RESEARCH | transverse normal strain | POSTBUCKLING ANALYSIS | PANELS | elliptical | JAPAN | THERMAL ENVIRONMENTS | Analysis | Vibration
Functionally graded shell | Higher-order theory | Transverse normal strain | Free vibration | Elliptical | ACTIVE CONTROL | functionally graded shell | EQUATIONS | MATERIALS SCIENCE, COMPOSITES | free vibration | PLATES | GRADIENT | higher-order theory | FGM RESEARCH | transverse normal strain | POSTBUCKLING ANALYSIS | PANELS | elliptical | JAPAN | THERMAL ENVIRONMENTS | Analysis | Vibration
Journal Article
Journal of Wood Science, ISSN 1435-0211, 08/2013, Volume 59, Issue 4, pp. 290 - 298
To understand the viscoelasticity of wood three dimensionally, matched samples of Japanese cypress were loaded in uniaxial tensile creep in the longitudinal...
Viscoelasticity | Creep compliance | Poisson's ratio | Normal strain | Transverse strain | RATIOS | SPRUCE | TENSILE CREEP | FORESTRY | ELASTIC-CONSTANTS | MATERIALS SCIENCE, PAPER & WOOD | Building materials
Viscoelasticity | Creep compliance | Poisson's ratio | Normal strain | Transverse strain | RATIOS | SPRUCE | TENSILE CREEP | FORESTRY | ELASTIC-CONSTANTS | MATERIALS SCIENCE, PAPER & WOOD | Building materials
Journal Article
Structural Engineering and Mechanics, ISSN 1225-4568, 09/2014, Volume 51, Issue 5, pp. 867 - 891
An equivalent single layer trigonometric shear deformation theory taking into account transverse shear deformation effect as well as transverse normal strain...
Transverse shear stress | Sandwich plate | Transverse normal strain | Cross-ply laminated plate | Shear deformation | Static flexure | STATIC ANALYSIS | static flexure | STABILITY | cross-ply laminated plate | sandwich plate | COMPOSITE | ENGINEERING, MECHANICAL | transverse normal strain | SANDWICH PLATES | ENGINEERING, CIVIL | shear deformation | FREE-VIBRATION | HIGH-ORDER THEORY | transverse shear stress
Transverse shear stress | Sandwich plate | Transverse normal strain | Cross-ply laminated plate | Shear deformation | Static flexure | STATIC ANALYSIS | static flexure | STABILITY | cross-ply laminated plate | sandwich plate | COMPOSITE | ENGINEERING, MECHANICAL | transverse normal strain | SANDWICH PLATES | ENGINEERING, CIVIL | shear deformation | FREE-VIBRATION | HIGH-ORDER THEORY | transverse shear stress
Journal Article
Journal of Thermal Stresses, ISSN 0149-5739, 05/2016, Volume 39, Issue 5, pp. 589 - 605
Analytical and numerical results on hygrothermal behaviors of angle-ply composite plates resting on elastic foundation are scarce in literature. To fill this...
transverse normal strain | elastic foundation | finite element | Angle-ply | hygrothermal effects | Composite materials | Finite element analysis | Shear stresses | Laminates | Finite element method | Foundations | Computer simulation | Mathematical analysis | Plates (structural members) | Mathematical models | Composite structures | Strain
transverse normal strain | elastic foundation | finite element | Angle-ply | hygrothermal effects | Composite materials | Finite element analysis | Shear stresses | Laminates | Finite element method | Foundations | Computer simulation | Mathematical analysis | Plates (structural members) | Mathematical models | Composite structures | Strain
Journal Article
Jisuan Lixue Xuebao/Chinese Journal of Computational Mechanics, ISSN 1007-4708, 02/2015, Volume 32, Issue 1, pp. 77 - 82
Journal Article
Composite Structures, ISSN 0263-8223, 04/2014, Volume 110, Issue 1, pp. 276 - 288
The zig–zag theory is well adopted in the analysis of laminated structures as the continuity requirement of displacements and stresses between plies are...
Transverse shear stress | Derivative of transverse displacement | Transverse normal strain | Zig–zag theory | Thick composite beams | Zig-zag theory | VIBRATION | PLATE-THEORY | BEAMS | FIELD | MATERIALS SCIENCE, COMPOSITES | MODEL | DAMAGED INTERFACES | FINITE-ELEMENT | TRANSVERSE EXTENSIBILITY | SHELLS | Laminated materials | Analysis | Composite materials industry
Transverse shear stress | Derivative of transverse displacement | Transverse normal strain | Zig–zag theory | Thick composite beams | Zig-zag theory | VIBRATION | PLATE-THEORY | BEAMS | FIELD | MATERIALS SCIENCE, COMPOSITES | MODEL | DAMAGED INTERFACES | FINITE-ELEMENT | TRANSVERSE EXTENSIBILITY | SHELLS | Laminated materials | Analysis | Composite materials industry
Journal Article
Composite Structures, ISSN 0263-8223, 2009, Volume 88, Issue 2, pp. 195 - 201
This study presents numerical solutions to hybrid laminate plates in a general state of non-uniform initial stress based on various plate theories. Firstly,...
Transverse shear strain | Plate theory | Initial stress | Normal strain | NONLINEAR VIBRATION | COMPOSITE PLATES | STABILITY | MATERIALS SCIENCE, COMPOSITES | DISPLACEMENT | MODEL | FORMULATION | HIGHER-ORDER THEORY | Laminated materials | Analysis | Vibration
Transverse shear strain | Plate theory | Initial stress | Normal strain | NONLINEAR VIBRATION | COMPOSITE PLATES | STABILITY | MATERIALS SCIENCE, COMPOSITES | DISPLACEMENT | MODEL | FORMULATION | HIGHER-ORDER THEORY | Laminated materials | Analysis | Vibration
Journal Article
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