2017
DOI: 10.1007/s11340-017-0262-6
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Fracture in Microscale SU-8 Polymer Thin Films

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Cited by 10 publications
(7 citation statements)
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“…During in situ compression testing of these kirigami structures, the geometry was found to play a critical role in their flexibility and stretchability. Indeed, we found that structural design enables intrinsically stiff and brittle bulk materials such as Si and SU‐8 (≈2–3 and 10–12% tensile strain to fracture, respectively) to undergo large deformation . This results in an overall deformable and compliant structure, which can sustain large‐scale deformation, including twisting and bending.…”
Section: Comparison Between Kirigami Structures In Terms Of Response mentioning
confidence: 97%
“…During in situ compression testing of these kirigami structures, the geometry was found to play a critical role in their flexibility and stretchability. Indeed, we found that structural design enables intrinsically stiff and brittle bulk materials such as Si and SU‐8 (≈2–3 and 10–12% tensile strain to fracture, respectively) to undergo large deformation . This results in an overall deformable and compliant structure, which can sustain large‐scale deformation, including twisting and bending.…”
Section: Comparison Between Kirigami Structures In Terms Of Response mentioning
confidence: 97%
“…Their fracture energy (≈1500 J m −2 ) can be an order of magnitude higher than those of common polymers in electronics (e.g., SU-8), and it is comparable to that of natural rubber (Figure 2b). [30,31] The mechanical behaviors of CNFF can be further modified by tuning the concentrations of ANFs and PVA in the liquid precursor. A stretchable kirigami membrane from CNFF can bear loads ≈1000 times higher than its own weight without mechanical failure or propagation of the cuts (Figure 2c).…”
Section: Resultsmentioning
confidence: 99%
“…Specifically, with the same set of geometrical designs, the simulated energy release rates exceeded the intrinsic fracture energy of the constituent materials (e.g., ≈10 J m −2 for silicon or ≈107 J m −2 for SU-8) even at low levels of stretching (<10%) (Figure S4, Supporting Information), suggesting early onset of crack propagation and potential failure of the device. [31,34,35] Indeed, the driving force for fracture in kirigami structures is dependent on various parameters including the geometrical configuration of the cuts, the degree of imposed elongation, as well as the stiffness of the constituent materials, etc. Therefore, careful evaluation of specific designs with reference to the intrinsic fracture toughness of the constituent materials is important.…”
Section: Resultsmentioning
confidence: 99%
“…52 This leads to difficulties in maintaining a uniaxial stress state, extracting full-field surface deformation, and stretch ratio accurately. To overcome these complications, the geometry and lateral dimensions of the specimen were chosen appropriately, 53 as shown in Figure 2A. Polymers undergo large deformation above the glass transition temperature, T g , even at low loading rates.…”
Section: Mechanical Testingmentioning
confidence: 99%