A Novel Slope Method for Measurement of Fluid Density with a Micro-cantilever under Flexural and Torsional Vibrations
AbstractA novel method, which was called a slope method, has been proposed to measure fluid density by the micro-cantilever sensing chip. The theoretical formulas of the slope method were discussed and established when the micro-cantilever sensing chip was under flexural and torsional vibrations. The slope was calculated based on the fitted curve between the excitation and output voltages of sensing chip under the nonresonant status. This measuring method need not sweep frequency to find the accurate resonant frequency. Therefore, the fluid density was measured easily based on the calculated slope. In addition, the micro-cantilver was drived by double sided excitation and free end excitation to oscillate under flexural and torsional vibrations, respectively. The corresponding experiments were carried out to measure the fluid density by the slope method. The measurement results were also analyzed when the sensing chip was under flexural and torsional nonresonant vibrations separately. The measurement accuracies under these vibrations were all better than 1.5%, and the density measuring sensitivity under torsional nonresonant vibration was about two times higher than that under flexural nonresonant vibration. View Full-Text
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Zhao, L.; Hu, Y.; Hebibul, R.; Ding, J.; Wang, T.; Xu, T.; Liu, X.; Zhao, Y.; Jiang, Z. A Novel Slope Method for Measurement of Fluid Density with a Micro-cantilever under Flexural and Torsional Vibrations. Sensors 2016, 16, 1471.
Zhao L, Hu Y, Hebibul R, Ding J, Wang T, Xu T, Liu X, Zhao Y, Jiang Z. A Novel Slope Method for Measurement of Fluid Density with a Micro-cantilever under Flexural and Torsional Vibrations. Sensors. 2016; 16(9):1471.Chicago/Turabian Style
Zhao, Libo; Hu, Yingjie; Hebibul, Rahman; Ding, Jianjun; Wang, Tongdong; Xu, Tingzhong; Liu, Xixiang; Zhao, Yulong; Jiang, Zhuangde. 2016. "A Novel Slope Method for Measurement of Fluid Density with a Micro-cantilever under Flexural and Torsional Vibrations." Sensors 16, no. 9: 1471.
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