2020
DOI: 10.35848/1882-0786/ab8346
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Experimental and theoretical analyses of curvature and surface strain in bent polymer films

Abstract: Understanding the curvature of a bent polymer film is important for the research and development (R&D) of flexible electronic devices. Herein, we report that the curvature of a polymer film is successfully predicted by a stress–strain curve (S–S curve) of the polymer. The curvature of a bent polymer film depends on film thickness and chemical structure, which is experimentally confirmed. This dependence is demonstrated well by our theoretical model (the modified Elastica theory) based on a S–S curve. This … Show more

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Cited by 16 publications
(16 citation statements)
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References 33 publications
(44 reference statements)
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“…All the theoretical surface bending strains in the polymer films were entirely consistent with those obtained experimentally (Figure 3a,b). The surface bending strain in the thin glass obtained from the experiment was also consistent with that calculated from the Elastica theory [33,34] (Figure 3b and Figure S7, Supporting Information). These consistencies clearly indicate that the surfacelabeled grating method yields accurate strains, suggesting that this method has a considerably wide range of measurable materials compared with the conventional optical methods.…”
supporting
confidence: 82%
See 1 more Smart Citation
“…All the theoretical surface bending strains in the polymer films were entirely consistent with those obtained experimentally (Figure 3a,b). The surface bending strain in the thin glass obtained from the experiment was also consistent with that calculated from the Elastica theory [33,34] (Figure 3b and Figure S7, Supporting Information). These consistencies clearly indicate that the surfacelabeled grating method yields accurate strains, suggesting that this method has a considerably wide range of measurable materials compared with the conventional optical methods.…”
supporting
confidence: 82%
“…To prove the accuracy of this method, we used the modified Elastica theory which is an analytical model of curvature for a single-layer bent film that we recently reported. [33] As shown in Figure 3e, let s be the distance along the axis of the bent film from origin O; the expression for the angle between the line tangent to the bent film and the x-axis is θ (s). The angle θ (0) is also expressed by β, dividing the bending of a film into two groups: 0 ≤ β < π/2 (Figure 3e top) and β = π/2 (Figure 3e bottom).…”
mentioning
confidence: 99%
“…The PDMS 100 film turned blue (Figure 2b and Movie S1, Supporting Information), whereas the PDMS 1400 film turned red (Figure 2c and Movie S2, Supporting Information). Their color changes were quantified via the reflectance spectrum analysis (Figure 2d); the incident angle was fixed at 0° toward the top of the bending film using a precisely bendable machine [ 40 ] to avoid the reflection wavelength shift caused by an oblique angle. [ 41,42 ] The reflection wavelength of the PDMS 100 film blueshifted by 103 nm (Figure 2e), whereas that of the PDMS 1400 film redshifted by 99 nm (Figure 2f).…”
Section: Resultsmentioning
confidence: 99%
“…The curvature (κ) was the most appropriate criterion to evaluate the bending characteristics, and thus, in the present study, the bending performance was evaluated by measuring the electrical resistance between the electrodes under various curvatures. 35 Figure 3c shows the I−V curves of the sensor in bending with various curvatures such as 0, 0.10, 0.15, and 0.20 mm −1 . An excellent linear relationship between the voltages and currents is observed in all of the I−V curves, indicating the Ohmic behavior and constant resistance of the sensor in the static state.…”
Section: Resultsmentioning
confidence: 99%