High performance piezoresistive accelerometer based on the slot etching in the EB(eight-beam) structure
Peng Wang, Yulong Zhao, You Zhao, Qi Zhang, Zixi Wang
Abstract
Peng Wang, Yulong Zhao, You Zhao, Qi Zhang, Zixi Wang
Abstract
Presented in this paper is a development of a high-performance piezoresistive micro-accelerometer based on the slot etching in the EB (eight-beam) structure for the vibration detection of high speed spindle. The proposed SEB (slotted eight-beam) structure consists of a proof mass supported by four slotted sensing beams and four suspension beams, which in order to improve the trade-off between the sensitivity and natural frequency of piezoresistive accelerometer. The mechanical model and its mathematical solution are established for calculating the sensitivity and natural frequency behavior of the designed structure. The FEA (finite element analysis) and experimental results demonstrate that incorporating slots into the beams have a great help to improve the trade-off between sensitivity and natural frequency of piezoresistive accelerometer.
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Presented in this paper is a development of a high-performance piezoresistive micro-accelerometer based on the slot etching in the EB (eight-beam) structure for the vibration detection of high speed spindle. The proposed SEB (slotted eight-beam) structure consists of a proof mass supported by four slotted sensing beams and four suspension beams, which in order to improve the trade-off between the sensitivity and natural frequency of piezoresistive accelerometer. The mechanical model and its mathematical solution are established for calculating the sensitivity and natural frequency behavior of the designed structure. The FEA (finite element analysis) and experimental results demonstrate that incorporating slots into the beams have a great help to improve the trade-off between sensitivity and natural frequency of piezoresistive accelerometer.
Key concepts: Piezoresistive effect, Accelerometer, Sensitivity (control systems), Beam (structure), Natural frequency, Materials science, Finite element method, Vibration