Engineering MEMS Resonators With Low Thermoelastic Damping
By Amy E. Duwel, Rob N. Candler, Thomas W. Kenny, Mathew Varghese. Journal of microelectromechanical systems, 2006
257 citations recorded by the source corpus.
Subfields: Atomic and Molecular Physics, and Optics, Electrical and Electronic Engineering, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/06dcaf45a360afe81a56f0300efbbcf9dd54ae48
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In Atomic and Molecular Physics, and Optics
- Thomas W. Kenny
- Eldwin Jiaqiang Ng
- S. Vengallatore
- S. Prabhakar
- Wen Chen
- Jinghui Xu
- Guoqiang Wu
- R. Melamud
In Electrical and Electronic Engineering
- Thomas W. Kenny
- Eldwin Jiaqiang Ng
- S. Vengallatore
- S. Prabhakar
- Wen Chen
- Jinghui Xu
- Guoqiang Wu
- R. Melamud
In Mechanics of Materials
Citations in the corpus
- Impact of geometry on thermoelastic dissipation in micromechanical resonant beams (2006, background): “Information regarding the methodology of these can be found in [25]–[27].”
- Limits of quality factor in bulk-mode micromechanical resonators (2008, methodology): “1 Thermoelastic dissipation In order to quantify TED, we introduce the concept of thermal modes [4].”
- Gallium Nitride as an Electromechanical Material (2014, background): “Pure screw-type threading dislocation densities of less than 107 cm−2 can be obtained for GaN-on-Si substrates [77], [78].”
- Temperature Dependence of Quality Factor in MEMS Resonators (2006, unknown): “For such analysis, numerical simulation tools are required to estimate the exact energy loss [19].”
- MEMS Resonators for Frequency Reference and Timing Applications (2020, background): “A fully coupled thermomechanical model in both two and three dimensions in a solid has been presented in [169].”
- Theory of Thermoelastic Damping in Micromechanical Resonators With Two-Dimensional Heat Conduction (2008, methodology): “complex geometries, numerical analysis using the method of finite elements is necessary to compute TED [20], [36].”