Zhang Leile,Li Dong,Zheng Guoliang,et al.Design and Performance Analysis of Orthogonal Compliant Vector Force Measuring System[J].Journal of Mechanical Transmission,2024,48(06):133-141.
Zhang Leile,Li Dong,Zheng Guoliang,et al.Design and Performance Analysis of Orthogonal Compliant Vector Force Measuring System[J].Journal of Mechanical Transmission,2024,48(06):133-141. DOI: 10.16578/j.issn.1004.2539.2024.06.020.
Design and Performance Analysis of Orthogonal Compliant Vector Force Measuring System
Aiming at the design challenges of multi-branch orthogonal compliant vector force measuring system
a finite element method with beam connection units is proposed
and finite element models of dynamometry branches and vector force measuring system are established using this method. Structural characteristics analysis is carried out for six branch forms and lateral layout forms. Based on this
combined with a case study of vector force measuring system
detailed parameter design is conducted using the finite element model
resulting in a compact and minimally coupled structure. Calibration tests for the three load components of the vector force measuring system (axial force
normal force
and pitching moment) are performed
with uncertainties of calibration around 0.5% of the full scale (FS). To address the significant impact of the loading accuracy of high-load vector force measuring systems on calibration measurements
a performance evaluation method based on the ratio of load to measurement is proposed. Through this method
the repeatability of the three-component measurement of the designed vector force measuring system is around 0.4%FS
and the hysteresis of large-range measurement is within 0.7%FS. The research findings have quite reference significance for the structural design and performance analysis of orthogonal vector force measuring systems.
关键词
矢量测力系统柔顺机构柔性铰链挠性件矢量推力
Keywords
Vector force measuring systemFlexure mechanismFlexure hingeFlexure elementVector thrust
references
SUNG M K,LEE S,BURNS D E.Robust topology optimization of a flexural structure considering multi-stress performance for force sensing and structural safety[J].Structural and Multidisciplinary Optimization,2021,65(1):1-21.
WU Feng,YANG Qiao,ZHANG You,et al.Static calibration and uncertainty evaluation of aero-engine thrust vectoring measurement system[J].Measurement &Control Technology,2021,40(1):83-89.
ZHANG J,AKBAR A M,WANG X L,et al.Theoretical and experimental investigation of six-degree-of-freedom force/thrust measurement stand[J].IET Science,Measurement & Technology,2020,14(8):883-890.
PREDRAG M,NIKOLA D,BRANISLAV J,et al.A novel 6 DOF thrust vector control test stand[J].Tehnicki vjesnik-Technical Gazette,2015,22(5):1247-1254.
KUMAR R,SRIVATSA N R,SUBRAMANIAN B,et al.Calibration design evaluations through computational analysis and investigation of a six-component wind tunnel balance[J].ISSS Journal of Micro and Smart Systems,2021,10(1):1-25.
LI C G,SONG W S,SONG Y.Sensitivity and sensitivity isotropy of an 8/4-4 parallel six-axis force sensor[J].Sensor Review,2020,40(5):617-627.
YU Jingjun,PEI Xu,BI Shusheng,et al.State-of-arts of design method for flexure mechanisms[J].Journal of Mechanical Engineering,2010,46(13):2-13.
CHEN G M,LIU X Y,DU Y L,et al.Elliptical-arc-fillet flexure hinges:toward a generalized model for commonly used flexure hinges[J].Journal of Mechanical Design,2011,133(8):081002.
LI Lijian,YAO Jiantao,GUO Fei,et al.Configuration design and compliance modeling of hybrid flexure hinges[J].Journal of Mechanical Engineering,2022,58(21):78-91.
LI L J,ZHANG D,GUO S,et al.Design,modeling,and analysis of hybrid flexure hinges[J].Mechanism and Machine Theory,2018,131:300-316.
LIU M,LI Y F,ZHAN J Q.Multi-material topology optimization of flexure hinges using element stacking method[J].Micromachines,2022,13(7):993.
PHAM H H,CHEN I M.Stiffness modeling of flexure parallel mechanism[J].Precision Engineering-Journal of the International Societies for Precision Engineering and Nanotechnology,2005,29(4):467-478.
YU C F,XIONG M J,CUI L F,et al.Transmission characteristics of a two-dimensional flexure hinge mechanism[J].Microsystem Technologies,2020,26(10):1223-1234.
CHEN G M,HOWELL L L.Two general solutions of torsional compliance for variable rectangular cross-section hinges in compliant mechanisms[J].Precision Engineering,2009,33(3):268-274.
LU Qian,HUANG Weiqing,SUN Mengxin.Optimization design of amplification mechanism for level flexure hinge based on compliance ratio[J].Optics and Precision Engineering,2016,24(1):102-111.
WEI H X,YANG J,WU F P,et al.Analytical modelling and experiments for hybrid multiaxis flexure hinges[J].Precision Engineering,2022,76:294-304.
IVANOV I,COVES B.Stiffness-oriented design of a flexure hinge-based parallel manipulator[J].Mechanics Based Design of Structures and Machines,2014,42(3):326-342.
WEI H X,SHIRINZADEH B,TANG H,et al.Closed-form compliance equations for elliptic-revolute notch type multiple-axis flexure hinges[J].Mechanism and Machine Theory,2021,156:104154.