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  5. Surface elasticity-based framework for generalized thermoelastic dissipation in vibrating rectangular nanoplate resonators
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Surface elasticity-based framework for generalized thermoelastic dissipation in vibrating rectangular nanoplate resonators

Автор(ы)
A. K. Kareem
Paul Rodrigues
Nurbike Zaurbekova
Jignesh Patel
Honganur Raju Manjunath
Ali J. Khalaf
Ranveer Singh
Sikata Samantaray
V.K. Bupesh Raja
I. B. Sapaev
Дата публикации
11 марта 2026 г.
Тип
journal article
Издатель
Taylor & Francis
Журнал
Journal of Thermal Stresses
Том
49
Выпуск
9
Первая страница
1336
Последняя страница
1362
DOI
10.1080/01495739.2026.2636751
ISSN
0149-5739
Аннотация
Thermoelastic dissipation (TED) is a key intrinsic damping mechanism that constrains the performance and quality factor of micro- and nanoscale resonators, particularly when other loss sources are minimized. At nanometer scales, classical continuum mechanics and Fourier heat conduction become inadequate due to pronounced surface effects and nonclassical thermal transport. In this study, a size-sensitive analytical model is developed to evaluate TED in vibrating rectangular nanoplates by simultaneously incorporating surface theory for mechanical size dependence and the Moore-Gibson-Thompson (MGT) heat transfer model for generalized thermoelastic behavior. The governing equations of motion and heat conduction are derived within the framework of Kirchhoff plate theory, and the temperature field is obtained under the MGT formulation. By separating the real and imaginary parts of the complex frequency (CF) and employing the CF method, a compact single-term expression for TED is achieved. Model accuracy is verified through comparison with existing results, followed by a comprehensive parametric investigation of surface properties, plate geometry, boundary conditions, and material characteristics. The results demonstrate that surface effects and non-Fourier thermal behavior significantly influence TED in nanoscale plates, especially at small thicknesses and higher vibrational modes, underscoring the necessity of advanced size-dependent modeling for reliable nanoresonator design.
Темы

thermoelastic dissipa...

surface elasticity

rectangular nanoplate...

nanoresonators

non-Fourier heat cond...

Kirchhoff plate theor...

quality factor

surface effects

Области науки (FoS)

Engineering

Mechanics of Material...

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