Transient Thermal Stresses in an Infinite Plate With a Hole Due to Rotating Heat Source

Goshima, Takahito; Miyao, Kaju

doi:10.1080/01495739008927023

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2020

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Cited by 7 publications

(2 citation statements)

References 6 publications

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“…The stress field uij is represented by superposition as (8) Here uS denotes the thermal stresses in an uncracked plate with a hole due to rotating heat source, and Ui} denotes the stress disturbance induced by the multiple cracks. …”

Section: Stress Analysismentioning

confidence: 99%

Stress Intensity Factors of Multiple Radial Edge Cracks at a Circular Hole in an Infinite Plate Due to Rotating Heat Source

Goshima

Koizumi

1997

Journal of Thermal Stresses

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Section: Stress Analysismentioning

confidence: 99%

Stress Intensity Factors of Multiple Radial Edge Cracks at a Circular Hole in an Infinite Plate Due to Rotating Heat Source

Goshima

Koizumi

1997

Journal of Thermal Stresses

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“…Goshima and Miyao [20] investigated transient thermal stresses in an infinite plate with a hole due to rotating heat source. Sherief and Anwar [21] solved a generalized thermoelasticity problem for a plate subjected to moving heat sources on both sides.…”

Section: Introductionmentioning

confidence: 99%

Thermoelastic responses of a nonlocal elastic rod due to nonlocal heat conduction

Sarkar

2020

Z Angew Math Mech

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This is an attempt to design a dynamic model of nonlocal heat conduction in a nonlocal elastic bounded rod. This model is drafted using the Lord-Shulman theory of generalized thermoelasticity due to the involvement of one relaxation time to the heat conduction equation and the equation of motion. This model is then employed to discuss the thermal behavior of the rod when subjected to a moving heat source. Both ends of the rod are assumed to be rigidly fixed and thermally insulated. Analytical solutions for the distribution of temperature, displacement and thermal stresses are obtained using integral transform in the Laplace transform technique is used to obtain the analytical solutions for the field variables such as temperature, displacement and stress. The inverse Laplace transform based on the Zakian method is used to invert the results in the space-time domain. Specific attention is paid to study the effect of thermal nonlocal parameter and the velocity of the moving heat source on the distribution of the field variables. K E Y W O R D SLaplace transform, LS model, nonlocal heat conduction, thermal nonlocal parameter, Zakian algorithm

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Durable pyroelectric shell structures for energy scavenging applications

Khorsand

Tang

2019

Acta Mech

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Transient Thermal Stresses in an Infinite Plate With a Hole Due to Rotating Heat Source

Cited by 7 publications

References 6 publications

Stress Intensity Factors of Multiple Radial Edge Cracks at a Circular Hole in an Infinite Plate Due to Rotating Heat Source

Stress Intensity Factors of Multiple Radial Edge Cracks at a Circular Hole in an Infinite Plate Due to Rotating Heat Source

Thermoelastic responses of a nonlocal elastic rod due to nonlocal heat conduction

Durable pyroelectric shell structures for energy scavenging applications

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