2015
DOI: 10.1109/jmems.2014.2333528
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Bulk and Surface Thermoelastic Dissipation in Micro-Hemispherical Shell Resonators

Abstract: Thermoelastic dissipation (TED) is a fundamental energy loss process, which bears concern in all microelectromechanical resonators. High aspect ratio (R/h) 3-D microhemispherical shell resonators (µHSRs) have exceptionally low stiffness and are sensitive to dissipation forces both internally and at their surfaces. TED in µHSRs originating in the bulk of the shell and near its surfaces due to asperities (roughness) is investigated. Rayleigh's inextensional solutions for the lowest frequency vibration modes of µ… Show more

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Cited by 40 publications
(14 citation statements)
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“…As such, we do not expect strong surface losses in the devices used in this study. The elimination of roughness in these devices should also suppress any additional “surface TED” that can arise from surface stresses localized near small-scale features or asperities on device surfaces 14 .
Figure 1SEM image of an encapsulated Lamé-mode resonator after partial breakage of the die; this image shows the top encapsulation layer, the electrode and device layer, and the thick substrate underneath.
…”
Section: Q For Surface Lossesmentioning
confidence: 99%
“…As such, we do not expect strong surface losses in the devices used in this study. The elimination of roughness in these devices should also suppress any additional “surface TED” that can arise from surface stresses localized near small-scale features or asperities on device surfaces 14 .
Figure 1SEM image of an encapsulated Lamé-mode resonator after partial breakage of the die; this image shows the top encapsulation layer, the electrode and device layer, and the thick substrate underneath.
…”
Section: Q For Surface Lossesmentioning
confidence: 99%
“…For example, Fig. 1c shows that microscale sidewall roughness along the sidewall of completely-solid millimeter-wide SiC disks substantially drops Q TED from 36 M to 3 M, making surface TED 20 the main damping mechanism in this work. Figure 1d shows dissipation in solid SiC disk resonators operating in the secondary elliptical mode (m = 3) is bound by Akhiezer ( f · Q = 6 · 10 14 Hz) and bulk TED ( f · Q = 1.2 · 10 14 Hz), with a combined theoretical f · Q limit of 1 · 10 14 Hz.…”
Section: Resultsmentioning
confidence: 82%
“…Upon examination, the disk showed fabrication nonidealities such as horizontal and vertical striation. Previous work has shown defects and asperities in shell resonators significantly contribute to TED [12]. While shells with surface roughness show Qs below 100,000 [13], attributable to a high surface area to volume ratio, the effect of surface defects on disks is less explored.…”
Section: Discussionmentioning
confidence: 99%