Back to Search Start Over

Compliant manipulator design method (COMAD) for the type synthesis of all serial and parallel multi-DoF compliant mechanisms, with example of a Schönflies motion generator.

Authors :
Huisjes, A.E.
van der Wijk, V.
Source :
Mechanism & Machine Theory. Aug2023, Vol. 186, pN.PAG-N.PAG. 1p.
Publication Year :
2023

Abstract

This article presents the compliant manipulator design method (COMAD) for the synthesis of serial and parallel multi-DoF compliant mechanisms. Currently, the freedom and constraint topology (FACT)-method results in flexure systems being a serial kinematic solution for multi-DoF motions. In the COMAD method parallel solutions are included too through 3 steps: (1) obtaining the serial and parallel kinematic solutions for an intended set of end-effector DoFs with the type synthesis of legs-method ; (2) transforming each legtype into a flexure leg by using the FACT method; (3) combining legs in parallel to obtain complete compliant mechanism designs. It was applied for a compliant Schönflies motion generator – having three translations and one rotation – resulting in 5 different 4-DoF flexure legs. 4 designs were new compared to the result obtained using the FACT method. Then, a set of legs was combined in parallel resulting in a compliant Schönflies mechanism, which was manufactured. Its mobility was experimentally evaluated by modal analysis. The intended motions separately became visible during its first four eigenmodes. They are the mechanism's DoFs as their stiffness is relatively low. • It is a synthesis method for multi-DoF serial and parallel compliant mechanisms. • In 3 steps, the "type synthesis of legs" method and the "FACT"-method are combined. • For a Schönflies 4 DoF motion generator 5 flexure leg designs were found; 4 new ones. • Experimental validation of the mechanism's 4 DoFs by modal analysis. [ABSTRACT FROM AUTHOR]

Details

Language :
English
ISSN :
0094114X
Volume :
186
Database :
Academic Search Index
Journal :
Mechanism & Machine Theory
Publication Type :
Academic Journal
Accession number :
163426314
Full Text :
https://doi.org/10.1016/j.mechmachtheory.2023.105342