2019
DOI: 10.1088/1361-665x/ab5ad4
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Adhesion properties of carbon nanotube arrays for an adhesive foot of a space crawling robot

Abstract: A new type of space crawling robot was proposed for spacecraft maintenance missions and a nanoscale microarray structure was designed as the robot foot structure. In this study, a carbon nanotube array structure was adopted as the adhered nanoscale microarray structure of the robot foot. A theoretical model of the carbon nanotube structure was established, and the influence of the structural parameters of the carbon nanotube array on its adhesion characteristics was analyzed. A force model of carbon nanotube a… Show more

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Cited by 5 publications
(3 citation statements)
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References 34 publications
(36 reference statements)
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“…To quantify the difference in adhesion strength in both directions of MAs, an index of adhesion anisotropy is defined as: Iadhesion0.33emanisotropybadbreak=||ηnormalηshear10.33em$$\begin{equation}{I}_{{\mathrm{adhesion\ anisotropy}}} = \left| {\frac{{{\eta }_{{\mathrm{normal}}}}}{{{\eta }_{{\mathrm{shear}}}}} - 1} \right|\ \end{equation}$$where η normal refers to the adhesion strength in the normal direction, η shear refers to the adhesion strength in the shear direction. The results of calculating I adhesion anisotropy of MAs, CA and PA in our work and the works we found reported adhesion strengths in both directions [ 35,36,49–52,41–48 ] are shown in Figure 4k.…”
Section: Resultssupporting
confidence: 64%
See 1 more Smart Citation
“…To quantify the difference in adhesion strength in both directions of MAs, an index of adhesion anisotropy is defined as: Iadhesion0.33emanisotropybadbreak=||ηnormalηshear10.33em$$\begin{equation}{I}_{{\mathrm{adhesion\ anisotropy}}} = \left| {\frac{{{\eta }_{{\mathrm{normal}}}}}{{{\eta }_{{\mathrm{shear}}}}} - 1} \right|\ \end{equation}$$where η normal refers to the adhesion strength in the normal direction, η shear refers to the adhesion strength in the shear direction. The results of calculating I adhesion anisotropy of MAs, CA and PA in our work and the works we found reported adhesion strengths in both directions [ 35,36,49–52,41–48 ] are shown in Figure 4k.…”
Section: Resultssupporting
confidence: 64%
“…The results of calculating I adhesion anisotropy of MAs, CA and PA in our work and the works we found reported adhesion strengths in both directions [35,36,[49][50][51][52][41][42][43][44][45][46][47][48] are shown in Figure 4k.…”
Section: Resultsmentioning
confidence: 58%
“…This knowledge can lead to new bioinspired materials with outstanding properties such as nanostructured reversible residue-free dry adhesives e.g. based on cellulose nanofibers (Schaber et al, 2018), carbon nanotubes (Bhushan et al, 2008;Schaber et al, 2015a;Schaber et al, 2015b;Su et al, 2020;Yang et al, 2020) or other polymeric materials (Xue et al, 2012;Pattantyus-Abraham et al, 2013;Xue et al, 2013;Borodich and Savencu 2017;Di Tan et al, 2020).…”
Section: Discussionmentioning
confidence: 99%