Modeling analysis, experiments. a Three-dimensional Bridge-type mechanism. combined flexure Hinges
Abstract
Solve."low amplification ratio. compliant bridge-type mechanism a three dimensional bridge-typeMechanism. combined flexure Hinges. proposed which not only remains. superiority. conventional bridge-type mechanisms e.g ., structure symmetry compact size, simple design but also achieves high amplification ratio.. analyze. performance. 3D bridge-type mechanism, statics model. established via.Compliance matrix method based. which a new eval Index,. relative amplification. proposed. measure. displacement loss.mechanism. several 3D bridge type mechanisms. three frequently used flexure Hinges. analyzed. established model.Show, 3D bridge-type mechanism reaches. optimal performance when V-shaped hinge, filled leaf hinge. self-employed. bridge 1, bridge 2. finally a bridge-type mechanism. amplIfication ratio 41, relative amplification. 0.9. confirmed by FEA simulation, experiments.
References
DONG WeiTang JiongDEEB Y EDesign.Linear-Motion Dual-stage actuation system. precision control [J]. Smart Materials & Structures200918 (9):095035.
DU zhijiangYANG MiaoDONG WeiEt al. static deformation modeling and analysis of flexhings made of a shape memory alloy [J smart materials & Structures,2016,25 (11):115029.
He gaofa,Yike,Zhou chuande,Et al. Novell ressonant accelerometer with micro premium fabricated by MEMS technology [J]. Chinese Journal of mechanical engineering. 2011,24 (3):495-500.
Wang Liping,Jiang Yao,Li tiemin. Analytic compliance modeling of serial flexibility-based compliance mechanism under arbitrary applied load [J]. Chinese Journal of Mechanical Engineering,2017,30 (4):951-962.
Wang nianfeng, Zhang Zhiyuan, Zhang Xianmin, et al. Performance Comparison and Analysis of Three Kinds of compliant precision positioning platforms with two degrees of freedom[J].Journal of mechanical engineering, 2016,49 (6):89-96.
Topology Optimization Design of the configuration of the integral planar three-Degree-of-Freedom Fully Compliant Parallel Mechanism[J].Journal of mechanical engineering, 2015,51 (5):30-36.
Juuti J,Kordas K,Lonnakko R,Et al.
Choi K B,Lee J,Hata S.A. piezo-driven compliant Stage with double mechanical amplification mechanisms [J]. Sensors & actuators a physical,2010,161 (1):173-181.
Tang Hui,Li yangmin,Xiao. A novel flexibility-based dual-arm robotic system for high-throughput biomanipulation on micro-fluidic chip [c]/procedures of the International Conference on intelligent robots and Systems,November 3-7,2013,Tokyo,Japan:IEEE,2013:1531-1536.
Chen chingming,Hsu Y C,Fung r f. System Identification of Scott-Russell Enrichment Mechanism With offset driven by a piezoelectric actuator [J]. Applied Mathematical Modeling,2012,36 (6):2788-2802.
Ling mingxiang,Cao Junyi,Zeng Minghua,Et al. Enhanced mathematical modeling of the displacement amplification ratio for Piezoelectric compliant mechanisms [J] smart materials & Structures,2016,25 (7):075022. 116 Machine Machinery, engineering, engineering, science, newspapers No54Vol.13.Period
Ling mingxiang,Cao Junyi,Zeng Minghua, et al. Modular kinetics and Dynamics Modeling for precision positioning stage [J]. Mechanism & Machine Theory,2017,107:274-282.
Xu qingsong,Li yangmin. Analytical modeling,Optimization and testing of a composite bridge-type compliant placement amplifier [J]. Mechanism and Machine Theory,2011,46 (2):183-200.
The design of a rhombic piezoelectric micro-displacement amplifier is described in this paper.[J].Optical Precision Engineering,2015,23 (3):809-803. Huang weixing,Shi Xiaoqing,Wang Yan. Design
Diamond piezoelectric micro displacement amplification mechanism [J]. Optics and precision engineering,2015,23 (3):803-809.
Lobontiu n,Garcia E. Analytical Model of displacement amplification and stiffness Optimization for A Class of flexibility-based compliant mechanisms [J]. Computers & Structures,2003,81 (32):2797-2810.
Ma hongwen,Yao shaoming,Wang liquan,Et al. analysis. displacement amplification ratio. bridge-type flexure hinge [J]. Sensors & actuators A Physical2006132 (2):730-736.
Liu courtyard.Based on flexible hinge general model of flexible displacement amplification Mechanism Modeling Methods Study[D].Xi'an: Xi'an Electronic Science and Technology University,2014. liu x y. Modeling. compliant displacement amplifier based. a generalized model. conic flexure Hinges [D]. Xi':Xidian University2014.
KIM J HKIM S HKwak y k. development. a piezoelectric actuator using a three-dimensional bridge-type hinge mechanism [J]. Review. Scientific Instruments200374 (5):2918-2924.
KIM J HKIM S HKwak y k. development Optimization. 3-D bridge-type hinge mechanisms [J]. Sensors, actuators:Physical2004116 (3):530-538./
Copyright (c) 2018 Lina Zhang
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.
Authors contributing to the journal agree to publish their articles under the Creative Commons Attribution-Noncommercial 4.0 International License, allowing third parties to share their work (copy, distribute, transmit) and to adapt it, under the condition that the authors are given credit, that the work is not used for commercial purposes, and that in the event of reuse or distribution, the terms of this license are made clear.
