2011
DOI: 10.5194/ms-2-183-2011
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ADLIF: a new large-displacement beam-based flexure joint

Abstract: Abstract.A flexure joint is an important component in flexure mechanisms. Most of well known flexure joints have always a trade-off among such performances as precision, stiffness, and stroke, which heavily affect the overall performances of flexure mechanisms. In this paper, a new flexure joint, named an anti-symmetric double leaf-type isosceles-trapezoidal flexure joint (ADLIF), is introduced. The joint is constructed by two leaf-type isosceles-trapezoidal flexure (LITF) building blocks in an anti-symmetrica… Show more

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Cited by 16 publications
(7 citation statements)
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“…An example for a complex geometry would be the proposed butterfly hinge (e.g. Henein et al, 2003;Pei and Yu, 2011) or a topology optimization-based contour (Zhu et al, 2014). However, in this paper the focus is on notch flexure hinges with distinct contour shapes.…”
Section: Design and Modeling Of Notch Flexure Hingesmentioning
confidence: 99%
“…An example for a complex geometry would be the proposed butterfly hinge (e.g. Henein et al, 2003;Pei and Yu, 2011) or a topology optimization-based contour (Zhu et al, 2014). However, in this paper the focus is on notch flexure hinges with distinct contour shapes.…”
Section: Design and Modeling Of Notch Flexure Hingesmentioning
confidence: 99%
“…(1) d This element is an anti-symmetric double leaf-type isosceles-trapezoidal flexure joint (ADLIF), which is constructed by four identical beams and the extended lines of the four leaves intersected at a virtual pivot point [13]. (1) d This element is an anti-symmetric double leaf-type isosceles-trapezoidal flexure joint (ADLIF), which is constructed by four identical beams and the extended lines of the four leaves intersected at a virtual pivot point [13].…”
Section: Em-21 Isolation-based Hccmmentioning
confidence: 99%
“…Hence, this arrangement offers long stroke rectilinear motion. Nearly pure circular rotations can be achieved by structures such as the Butterfly Pivot (Henein et al, 2003;Pei and Yu, 2011). This monolithic planar compliant mechanism (Fig.…”
Section: Rectilinear and Circular Flexuresmentioning
confidence: 99%