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  4. Functional joint mechanisms with constant-torque outputs
 
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Functional joint mechanisms with constant-torque outputs

Journal
Mechanism and Machine Theory
Journal Volume
62
Start Page
166
End Page
181
ISSN
0094114X
Date Issued
2013
Author(s)
Hou, Chiawen
CHAO-CHIEH LAN  
DOI
10.1016/j.mechmachtheory.2012.12.002
URI
https://www.scopus.com/inward/record.uri?eid=2-s2.0-84872805692&doi=10.1016%2Fj.mechmachtheory.2012.12.002&partnerID=40&md5=ee674d38a0b7afeb8c4824eff7c07900
https://scholars.lib.ntu.edu.tw/handle/123456789/732509
Abstract
This paper presents a type of functional joint mechanism with constant-torque outputs. Unlike torsional springs, whose torque increases as rotation increases, a constant-torque joint mechanism (CTJM) provides a nearly constant torque over a specific rotation interval. Instead of using sensorized control, CTJMs passively maintain a constant torque. Potential applications include dynamic and static balancing of machines, human joint rehabilitative devices, and human mobility-assisting devices. To meet practical needs, a CTJM should have a large constant-torque region with sufficient flatness. We propose lumped-compliance models and distributed-compliance models for designing a CTJM. For both models, design formulations are given, with results discussed and compared. The prototypes are fabricated based on the distributed-compliance models and are verified by comparing with finite element methods. Effects of modeling, dimension, and material variations on CTJMs are investigated. Guidelines are given for designing CTJMs of various sizes and torque magnitude. Experiments study the torque-to-rotation curves of using different materials. Their resistances to hysteresis and stress relaxation are compared.
Subjects
Constant-torque
Hysteresis And Stress Relaxation
Joint Mechanism
Keywords
Lumped- And Distributed-compliance
Rotary Bistable Mechanism
Torque Balancing
Bistable Mechanisms
Constant-torque
Joint Mechanism
Keywords
Lumped- And Distributed-compliance
Compliant Mechanisms
Finite Element Method
Hysteresis
Stress Relaxation
Torque
Type
journal article

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