2022
DOI: 10.1016/j.engstruct.2021.113399
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Prediction of fatigue life of a flexible foldable origami antenna with Kresling pattern

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Cited by 27 publications
(10 citation statements)
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“…This, together with the position of the modified panel in the origami module and their direction of rotation, constitute the parameters of a rich design space that we can efficiently scan with a custom greedy algorithm. While in this study we have used a simple geometric model to identify optimal designs, a fully mechanical model [65,66] that accounts for the effect of gravity, the pressure drop during the snap-through transition as well as the non-rigid coupling between the units would reduce the error between numerical predictions and experimental results. In addition, the current design space could be further expanded through investigating the effect of other geometrical parameters (e.g., l, h, and α) on the resulting deformation of the modules, as well as expanding the range of the considered values of Δ.…”
Section: Discussionmentioning
confidence: 99%
“…This, together with the position of the modified panel in the origami module and their direction of rotation, constitute the parameters of a rich design space that we can efficiently scan with a custom greedy algorithm. While in this study we have used a simple geometric model to identify optimal designs, a fully mechanical model [65,66] that accounts for the effect of gravity, the pressure drop during the snap-through transition as well as the non-rigid coupling between the units would reduce the error between numerical predictions and experimental results. In addition, the current design space could be further expanded through investigating the effect of other geometrical parameters (e.g., l, h, and α) on the resulting deformation of the modules, as well as expanding the range of the considered values of Δ.…”
Section: Discussionmentioning
confidence: 99%
“…The Kresling mode is similar to those mountains and valley creases which are alternately tilted in the directions of torsions [16,17]. This design principle is suitable for those applications which require uniaxial expansion, such as damping springs [18,19], telescopic booms [20][21][22] and crawler robots [23][24][25]. Although there are a lot of studies on quasistatic mechanics [26,27], dynamics [28,29], or low-amplitude wave response [30] for these Kresling origami structures, a critical aspect has been overlooked because these Kresling structures were always treated in a hexagonal or even sided polygon model.…”
Section: Introductionmentioning
confidence: 99%
“…Data-driven surrogate modeling has proved its usage in the design procedure of highfrequency devices as a low-cost surrogate of the various electrical and field responses of high-frequency stages such as scattering parameters [S], 14,15 reflection phase characteristics in reflect-arrays, 16 characteristic impedance, 17 and prediction resonant frequency of antenna designs. [18][19][20] In each of the mentioned works, different types of Artificial Intelligence (AI) regression methods such as polynomial, 21,22 kriging, [23][24][25] Support Vector Regression (SVR), [26][27][28][29] Artificial Neural Networks (ANNs), [30][31][32][33][34] and Deep Learning (DL) [35][36][37][38][39] had been used to create an accurate, stable mapping between the given input space of the problem and the targeted characteristic as the output of the model.…”
Section: Introductionmentioning
confidence: 99%