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Original Articles

Thermoelastic damping in a micro-beam based on the memory-dependent generalized thermoelasticity

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Pages 2812-2829 | Received 28 Jul 2020, Accepted 14 Dec 2020, Published online: 30 Dec 2020

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Read on this site (2)

Rakhi Tiwari, Abdulkafi Mohammed Saeed, Ahmed Abouelregal, Abhinav Singhal & Mohamed G. Salem. (2022) Nonlocal thermoelastic waves inside nanobeam resonator subject to various loadings. Mechanics Based Design of Structures and Machines 0:0, pages 1-24.
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Ahmed E. Abouelregal, Hakan Ersoy & Ömer Civalek. (2021) A new heat conduction model for viscoelastic micro beams considering the magnetic field and thermal effects. Waves in Random and Complex Media 0:0, pages 1-30.
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Articles from other publishers (6)

Harendra Kumar & Santwana Mukhopadhyay. (2022) Size-dependent thermoelastic damping analysis in nanobeam resonators based on Eringen’s nonlocal elasticity and modified couple stress theories. Journal of Vibration and Control 29:7-8, pages 1510-1523.
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Iqbal Kaur, Kulvinder Singh & Eduard-Marius Craciun. (2023) Recent advances in the theory of thermoelasticity and the modified models for the nanobeams: a review. Discover Mechanical Engineering 2:1.
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Y.W. Wang, J. Chen, R.Y. Zheng & X.F. Li. (2023) Thermoelastic damping in circular microplate resonators based on fractional dual-phase-lag model and couple stress theory. International Journal of Heat and Mass Transfer 201, pages 123570.
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Aboelnour Abdalla, Ibrahim Abbas & Hussien Sapoor. (2022) The numerical estimation of temperature in living tissue with energy dissipation using nonlinear bioheat model. Indian Journal of Physics 96:12, pages 3477-3483.
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Guobin Zhao, Shuanhu Shi, Bingdong Gu & Tianhu He. (2021) Thermoelastic Damping Analysis to Nano-resonators Utilizing the Modified Couple Stress Theory and the Memory-Dependent Heat Conduction Model. Journal of Vibration Engineering & Technologies 10:2, pages 715-726.
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Biswajit Singh & Smita Pal Sarkar. (2021) State–space approach on two-temperature three-phase-lag thermoelastic medium with a spherical cavity due to memory-dependent derivative. Archive of Applied Mechanics 91:7, pages 3273-3290.
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