Design and Simulation of a Piezoresistive V-Shaped Strain Gauge for Torque Measring
Keywords:Finite Element Analysis, Metal Strain Gauge, Rotating Shaft, Torque, Computer software ANSYS.
Modeling and simulation of system design adjustment is respectable training for design and engineering decisions in real world jobs. In this paper, the exact perseverance connected with the strain of components is very important for structural designs, analyses, and for excellent control. The information linked to this type of test is usually related to the exact dimensions connected with the pressure within a flexible region. This paper proposed the design and simulation of a torque sensor with a piezoresistive V-shaped strain gauge. The piezoresistive measure of a precious metal for a stable base was made according to the results of an ANSYS simulation. A torque sensor with a piezoresistive V-shaped tension measure on a base was made. The result of the particular simulation shifted the fraction of tension on the base to enable the torque on the substrate to be measured. Theoretical studies on the piezoresistive measure of a metal for the stable base as well as the torque sensor were introduced. A maximum of 127.29 με and a maximum resistance change in gauge equal to 0.091Ω were achieved for an applied torque of 22.0725 Nm. Here, computer systems modeling and simulation are going to be used.
Cao, L., Kim, T. S., Mantell, S. C. & Polla, D. L. 2000. Simulation and Fabrication of Piezoresistive Membrane Type Mems Strain Sensors. Sensors and Actuators A: Physical 80(3): 273-279.
Eaton, W. P., Bitsie, F., Smith, J. H. & Plummer, D. W. 1999. A New Analytical Solution for Diaphragm Deflection and Its Application to a Surface Micromachined Pressure Sensor. International Conference on Modeling and Simulation, MSM, hlm.
Eberlein, D. 2008. Applying the Wheatstone Bridge Circuit. www.hbm.com [20 September 2015].
Hamid, M. Y., Thangamani, U. & Vaya, P. R. 2006. Simulation of Piezo-Resistive Metal Gauge on Rectangular Membrane for Low Pressure Application. Semiconductor Electronics, 2006. ICSE '06. IEEE International Conference on, hlm. 304-308.
Hoffmann, K. 1989. An Introduction to Measurements Using Strain Gages. Germany: Hottinger Baldwin Messtechnik GmbH.
J.W.Dally & W.F.Riley. 1991. Experimental Stress Analysis. 3. New York: McGraw-Hill.
Joyce, D. & Scott, M. 1993. Force and Mass Determination by Strain Gauge. Significance of Calibration, IEE Colloquium on, hlm. 3/1-310.
Korzenszky, P. 2009. Grinding Kinetic and Energetic Examination of Hammer Mills. Tesis PhD, Faculty of Mechanical Engineering, St. István University, Gödöllő, Hungary.
Wang Y.J., Zuo G.K., Chen X.L., Liu L. Strain analysis of six-axis force/torque sensors based on analytical method. IEEE Sens. J. 2017;17:4394–4404. doi: 10.1109/JSEN.2017.2703160.
Hu G.Y., Gao Q., Cao H.B., Pan H.Q., Shuang F. Decoupling analysis of a six-dimensional force sensor bridge fault. IEEEAccess. 2018;6:7029–7036. doi: 10.1109/ACCESS.2017.2784485.
Li X., He H., Ma H.Q. Structure design of six-component strain-gauge-based transducer for minimum cross-interference via hybrid optimization methods. Struct. Multidiscip.Optim. 2019;60:301–314. doi: 10.1007/s00158-018-2177-y.
A Lever-Type Method of Strain Exposure for DiskF-Shaped Torque Sensor DesignRan Shu, Zhigang Chu and Hongyu Shu, *1State Key Laboratory of Mechanical Transmissions, Chongqing University, Chongqing 400044, (R.S.); (Z.C.)2College of Automotive Engineering, Chongqing University, Chongqing 400044; Published: 19 January 2020
Lin, L., Chu, H.-C. & Lu, Y.-W. 1999. A Simulation Program for the Sensitivity and Linearity of Piezoresistive Pressure Sensors. Microelectromechanical Systems, Journal of 8(4): 514-522.
Micro-Measurements, V. 2007. Optimizing Strain Gage Excitation Levels. Tech Note TN 502(15).
Murray, W. M. & Miller, W. R. 1992. The Bonded Electrical Resistance Strain Gage. Oxford University Press.
Orhan, M. H., Dogan, C., Kocabas, H. & Tepehan, G. 2001. Experimental Strain Analysis of the High Pressure Strain Gauge Pressure Transducer and Verification by Using a Finite Element Method. Measurement Science and Technology 12(3): 335.
Schomburg, W., Rummler, Z., Shao, P., Wulff, K. & Xie, L. 2004. The Design of Metal Strain Gauges on Diaphragms. Journal of Micromechanics and Microengineering 14(7): 1101.
Szilard, R. 1974. Theory and Analysis of Plates.
Thangamani, U., Mohd Yunus, H. & Ali, C. 2008. Design and Simulation of Force Sensor with Piezo Resistive Rectangular Strain Gauge.
Window, A. L. & Holister, G. S. 1982. Strain Gauge Technology. Applied science publishers.
Yang, S. & Lu, N. 2013. Gauge Factor and Stretchability of Silicon-on-Polymer Strain Gauges. Sensors 13(7): 8577-8594.
Young, W. C. & Budynas, R. G. 2002. Roark's Formulas for Stress and Strain. McGraw-Hill New York.
Ahmet Kara / Procedia - Social and Behavioral Sciences 237 ( 2017) 882 – 886, Simulations of information technology-induced teaching performance in cross-disciplinary settings: a model and an application, Published by Elsevier Ltd. 7th International Conference on Intercultural Education “Education, Health and ICT for a Transcultural World”, EDUHE
How to Cite
This work is licensed under a Creative Commons Attribution 4.0 International License.