Structural optimization for flexure-based parallel mechanisms–Towards achieving optimal dynamic and stiffness properties
Flexure-based parallel mechanisms (FPMs) are a type of compliant mechanisms that consist of a rigid end-effector that is articulated by several parallel, flexible limbs (a.k.a. sub-chains). Existing design methods can enhance the FPMs’ dynamic and stiffness properties by conducting a size optimization on their sub-chains. A similar optimization process, however, was not performed for their sub-chains’ topology, and this may severely limit the benefits of a size optimization. Thus, this paper proposes to use a structural optimization approach to synthesize and optimize the topology, shape and size of the FPMs’ sub-chains. The benefits of this approach are demonstrated via the design and development of a planar X − Y − θz FPM. A prototype of this FPM was evaluated experimentally to have a large workspace of 1.2 mm × 1.2 mm × 6°, a fundamental natural frequency of 102 Hz, and stiffness ratios that are greater than 120. The achieved properties show significant improvement over existing 3-degrees-of-freedom compliant mechanisms that can deflect more than 0.5 mm and 0.5°. These compliant mechanisms typically have stiffness ratios that are less than 60 and a fundamental natural frequency that is less than 45 Hz.
| Author(s): | Lum, Guo Zhan and Teo, Tat Joo and Yeo, Song Huat and Yang, Guilin and Sitti, Metin |
| Journal: | Precision Engineering |
| Volume: | 42 |
| Pages: | 195--207 |
| Year: | 2015 |
| Month: | May |
| Day: | 26 |
| Publisher: | Elsevier |
| BibTeX Type: | Article (article) |
| DOI: | 10.1016/j.precisioneng.2015.04.017 |
| Electronic Archiving: | grant_archive |
BibTeX
@article{lum2015structural,
title = {Structural optimization for flexure-based parallel mechanisms--Towards achieving optimal dynamic and stiffness properties},
journal = {Precision Engineering},
abstract = {Flexure-based parallel mechanisms (FPMs) are a type of compliant mechanisms that consist of a rigid end-effector that is articulated by several parallel, flexible limbs (a.k.a. sub-chains). Existing design methods can enhance the FPMs’ dynamic and stiffness properties by conducting a size optimization on their sub-chains. A similar optimization process, however, was not performed for their sub-chains’ topology, and this may severely limit the benefits of a size optimization. Thus, this paper proposes to use a structural optimization approach to synthesize and optimize the topology, shape and size of the FPMs’ sub-chains. The benefits of this approach are demonstrated via the design and development of a planar X − Y − θz FPM. A prototype of this FPM was evaluated experimentally to have a large workspace of 1.2 mm × 1.2 mm × 6°, a fundamental natural frequency of 102 Hz, and stiffness ratios that are greater than 120. The achieved properties show significant improvement over existing 3-degrees-of-freedom compliant mechanisms that can deflect more than 0.5 mm and 0.5°. These compliant mechanisms typically have stiffness ratios that are less than 60 and a fundamental natural frequency that is less than 45 Hz.},
volume = {42},
pages = {195--207},
publisher = {Elsevier},
month = may,
year = {2015},
author = {Lum, Guo Zhan and Teo, Tat Joo and Yeo, Song Huat and Yang, Guilin and Sitti, Metin},
doi = {10.1016/j.precisioneng.2015.04.017},
month_numeric = {5}
}