Radial heating of a thick‐walled cylindrically curved FGM‐panel

Haskul, Mehmet; Arslan, Eray; Mack, Werner

doi:10.1002/zamm.201500310

Cited by 7 publications

(4 citation statements)

References 26 publications

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“…For the FGM power law for kðrÞ under consideration the integrals appearing in this equation can be given in closed form (compare also Haskul et al [44]…”

Section: Plastic Behavior With R H ðRþ > R Z ðRþ > R R ðRþmentioning

confidence: 99%

Effects of homogeneous and inhomogeneous heating on rotating shrink fits with annular inclusion and functionally graded hub

Apatay

Arslan

Mack

2019

Journal of Thermal Stresses

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For given geometrical properties of a shrink fit, the interface pressure is decisive for reliable operation and should stay as large as possible during operation. Using an appropriate functionally graded material for the hub facilitates a less decreasing interface pressure with increasing angular speed and, moreover, substantial weight-reduction. However, temperature cycles may influence the interface pressure considerably, and if partial plastification occurs, even a permanent decrease may result. These issues are discussed by analytical means, and both homogeneous and inhomogeneous temperature fields in an initially elastic shrink fit with hollow steel inclusion and steel-aluminum FGM-hub are considered.

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“…For the FGM power law for kðrÞ under consideration the integrals appearing in this equation can be given in closed form (compare also Haskul et al [44]…”

Section: Plastic Behavior With R H ðRþ > R Z ðRþ > R R ðRþmentioning

confidence: 99%

Effects of homogeneous and inhomogeneous heating on rotating shrink fits with annular inclusion and functionally graded hub

Apatay

Arslan

Mack

2019

Journal of Thermal Stresses

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“…Using von Mises' yield criterion, Haskul [38,39] has developed analytical solutions for the stresses and displacements of a functionally graded, cylindrically curved beam subjected to a radial heat load. Haskul et al [40,41] studied the elastic stress response of a thick-walled, cylindrically curved panel subjected to a radial temperature gradient under the assumption of generalized plane strain according to both Tresca and von Mises yield criteria.…”

Section: Introductionmentioning

confidence: 99%

Thermally-Induced Stresses in a Pre-Buckling State of a Circular Plate within the Fractional-Order Framework

DHAMEJA¹,

Khalsa²,

Varghese³

2023

International Journal of Thermodynamics

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This paper considers a transient thermoelastic problem in an isotropic homogeneous elastic thin circular plate with clamped edges subjected to thermal load within the fractional-order theory framework. The prescribed ramp-type surface temperature is on the plate's top face, while the bottom face is kept at zero. The three-dimensional heat conduction equation is solved using a Laplace transformation and the classical solution method. The Gaver–Stehfest approach was used to invert Laplace domain outcomes. The thermal moment is derived based on temperature change, and its bending stresses are obtained using the resultant moment and resultant forces per unit length. The results are illustrated by numerical calculations considering the material to be an Aluminum-like medium, and corresponding graphs are plotted.

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“…Recently, Haskul [1,2] obtained analytical solutions for the stresses and displacements of a functionally graded cylindrically curved beam subjected to a heat load in the radial direction using von Mises' yield criterion. Haskul et al [3,4] investigated the elastic stress response of a thick-walled cylindrically curved panel subjected to a radial temperature gradient under the assumption of generalized plane strain according to both yield criteria, Tresca and von Mises.…”

Section: Introductionmentioning

confidence: 99%

Thermoelastic Analysis For A Thick Plate Under The Radiation Boundary Conditions

DHAMEJA¹,

Khalsa²,

Varghese³

2023

International Journal of Thermodynamics

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A fractional Cattaneo model for studying the thermoelastic response for a finite thick circular plate with source function is considered. The thick plate is subjected to radiation-type boundary conditions on the upper and lower surfaces, and its curved surface is kept at zero temperature. The theory of integral transformations is used to solve the generalized fractional Cattaneo-type, classical Cattaneo-Vernotte and Fourier heat conduction model. The analytical expressions of displacement components using thermoelastic displacement potentials; and thermal-stress distribution are computed and depicted graphically. The effects of the fractional-order parameter and the relaxation time on the temperature fields and their thermal stresses are investigated. The findings show that the higher the fractional-order parameter, the higher the thermal response. The greater the relaxation period, the longer the heat flux propagates on thick structures.

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Radial heating of a thick‐walled cylindrically curved FGM‐panel

Cited by 7 publications

References 26 publications

Effects of homogeneous and inhomogeneous heating on rotating shrink fits with annular inclusion and functionally graded hub

Effects of homogeneous and inhomogeneous heating on rotating shrink fits with annular inclusion and functionally graded hub

Thermally-Induced Stresses in a Pre-Buckling State of a Circular Plate within the Fractional-Order Framework

Thermoelastic Analysis For A Thick Plate Under The Radiation Boundary Conditions

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