Frequency sensitivity analysis and optimum design for MEMS resonator
First Claim
1. A frequency robust resonator comprising:
- at least one beam having a first end, a second end, and a beam width; and
a proof mass having a proof mass area and a perimeter;
wherein the proof mass is affixed to the first end of the beam and the second end of the beam is affixed to a ground and the proof mass perimeter multiplied by the beam width is substantially equivalent to six times the proof mass area.
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Abstract
A frequency stability analysis and design method for frequency robust resonators, such as MEMS resonators, is presented. The frequency characteristics of a laterally vibrating resonator are analyzed. With the fabrication error on the sidewall of the structure being considered, the first and second order frequency sensitivities to the fabrication error are derived. A relationship between the proof mass area and perimeter, and the beam width, is developed for single material structures, which expresses that the proof mass perimeter times the beam width should equal six times the area of the proof mass. Design examples are given for the single material and multi-layer structures. The results and principles presented in the paper can be used to analyze and design other MEMS resonators.
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Citations
10 Claims
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1. A frequency robust resonator comprising:
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at least one beam having a first end, a second end, and a beam width; and
a proof mass having a proof mass area and a perimeter;
wherein the proof mass is affixed to the first end of the beam and the second end of the beam is affixed to a ground and the proof mass perimeter multiplied by the beam width is substantially equivalent to six times the proof mass area. - View Dependent Claims (2, 3, 4, 5, 6, 7, 8, 9, 10)
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Specification