Thermal deflections of anisotropic thin plates

Pell, William H.

doi:10.1090/qam/16032

Cited by 41 publications

(14 citation statements)

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“…The problem of thermal bending of anisotropic plates wes studied fi rst by Pel l [1], who derived the equations governing the transverse deflection of a thin plate . Generalization of Pell' s work to heterogeneous plates subjected to arbi trary three-d imensional temperature distri buti on is due to r -~~~ 2 Stavsky [2].…”

mentioning

confidence: 99%

Effects of Shear Deformation and Anisotropy on the Thermal Bending of Layered Composite Plates

Reddy

Hsu

1980

Journal of Thermal Stresses

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confidence: 99%

Effects of Shear Deformation and Anisotropy on the Thermal Bending of Layered Composite Plates

Reddy

Hsu

1980

Journal of Thermal Stresses

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“…Tauchert [10] has compiled a comprehensive survey of recent developments in the area of thermal environments. Static problems associated with the linear thermo-elastic analysis of laminated plates have been studied extensively [11][12][13][14]. Pell [11], who derived the equations governing the transverse deflection of a thin plate, first studied the problem of thermal bending of anisotropic plates.…”

Section: Introductionmentioning

confidence: 99%

“…Static problems associated with the linear thermo-elastic analysis of laminated plates have been studied extensively [11][12][13][14]. Pell [11], who derived the equations governing the transverse deflection of a thin plate, first studied the problem of thermal bending of anisotropic plates. Generalization of this work to heterogeneous plates subjected to arbitrary three-dimensional temperature distribution is due to Stavsky [12].…”

Section: Introductionmentioning

confidence: 99%

Deformation of short composite beam using refined theories

Mechab

Tounsi

Benatta

et al. 2008

Journal of Mathematical Analysis and Applications

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High-order flexural theories for short laminated composite beams subjected to mechanical and thermal loading are presented. The formulation allows for warping of the cross-section of the beam and eliminates the need for using arbitrary shear correction coefficients as in other theories. Based on higher-order shear deformation theories, the governing equations are obtained using the principle of virtual work (PVW). The justification for use of higherorder shear deformation theories is established for short and composite beams where cross-sectional warping is predominant.

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“…The content of resin is 72% and that of fiber is 28%. The graded material of modified phenolic resin bears the properties of good performance of heatresistance, toughness [3], pressure-resistance, buckling-resistance, fatigue-resistance and stability of size. With its strong ability to combine with fiber, the matrix possesses superior rigidity and heat-resistance performance'":'.…”

Section: Introductionmentioning

confidence: 99%

Nonlinear buckling characteristic of graded multiweb structure of heterogeneous materials

Zhang

2005

Appl. Math. Mech.-Engl. Ed.

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The graded multiweb structure of heterogeneous anisotropic materials, which makes full use of the continuous, gradual and changing physical mechanical performance of material properties, has a widespread application in aeroplane aerofoil structure and automobile lightweight structure. On the basis of laminate buckling theory, the equivalent rigidity method is adopted to establish the corresponding constitutive relation and the non-linear buckling governing equation for the graded multiweb structure. In finding the solution, the critical load of buckling under different complicated boundary conditions together with combined loads were obtained and testification of the experimental analysis shows that the calculation results can satisfy the requirements of engineering design in a satisfactory way. Results obtained from the research say that: graded materials can reduce the concentrated stress on the interface in an effective way and weaken the effect of initial defect in materials and thereby improve the strength and toughness of materials.

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Thermal deflections of anisotropic thin plates

Cited by 41 publications

References 0 publications

Effects of Shear Deformation and Anisotropy on the Thermal Bending of Layered Composite Plates

Effects of Shear Deformation and Anisotropy on the Thermal Bending of Layered Composite Plates

Deformation of short composite beam using refined theories

Nonlinear buckling characteristic of graded multiweb structure of heterogeneous materials

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