Applied Mathematics and Mechanics (English Edition) ›› 2025, Vol. 46 ›› Issue (4): 699-710.doi: https://doi.org/10.1007/s10483-025-3235-6
收稿日期:
2024-10-11
修回日期:
2025-01-15
发布日期:
2025-04-07
Xiyan ZOU, Huaiwei HUANG†(), Xiaohu YAO
Received:
2024-10-11
Revised:
2025-01-15
Published:
2025-04-07
Contact:
Huaiwei HUANG
E-mail:cthwhuang@scut.edu.cn
Supported by:
中图分类号:
. [J]. Applied Mathematics and Mechanics (English Edition), 2025, 46(4): 699-710.
Xiyan ZOU, Huaiwei HUANG, Xiaohu YAO. Flexoelectric energy dissipating mechanism for multi-impact protection[J]. Applied Mathematics and Mechanics (English Edition), 2025, 46(4): 699-710.
[1] | NAHAS, M. N. Impact energy dissipation characteristics of thin-walled cylinders. Thin-Walled Structures, 15(2), 81–93 (1993) |
[2] | ZHANG, J. M., DAI, K. R., WANG, X. F., YU, D., YANG, B. Q., ZHANG, H., and YOU, Z. Improved energy absorption characteristics based on elastic polymer-modified porous material for multiple extreme mechanical impacts. Applied Sciences, 10, 110 (2020) |
[3] | CHENG, Z. J., WANG, Z., LIU, Z. Z., and LI, S. Multiple impact dynamic compression properties of lightweight engineered geopolymer composites containing ceramsite under different initial impact damages. Construction and Building Materials, 436, 136807 (2024) |
[4] | TANG, Z. P. and LI, D. Experimental investigation of axial impact buckling response of pseudo-elastic NiTi cylindrical shells. International Journal of Impact Engineering, 39(1), 28–41 (2012) |
[5] | YU, Z. L., XIN, R. L., XU, J. Z. Z., SHA, L. M., CHEN, L. X., ZHU, Y. N., LIANG, P., ZHANG, Z. H., LIU, Z. Z., and CAO, Q. Shock-resistant and energy-absorbing properties of bionic NiTi lattice structure manufactured by SLM. Journal of Bionic Engineering, 19, 1684–1698 (2022) |
[6] | ZHANG, J. J., LU, G. X., and YOU, Z. Large deformation and energy absorption of additively manufactured auxetic materials and structures: a review. Composites Part B: Engineering, 201, 108340 (2020) |
[7] | OSHIRO, R. E. and ALVES, M. Scaling of cylindrical shells under axial impact. International Journal of Impact Engineering, 34, 89–103 (2007) |
[8] | HU, Y. Q., LI, Y. L., ZHANG, Y. H., DING, S. H., WANG, R., and XIA, R. Design methodology for functional gradient star-shaped honeycomb with enhanced impact resistance and energy absorption. Materials Today Communications, 38, 108020 (2024) |
[9] | LIU, Z. K., LIU, J. X., LIU, J. Y., ZENG, W., and HUANG, W. The impact responses and failure mechanism of composite gradient reentrant honeycomb structure. Thin-Walled Structures, 182, 110228 (2023) |
[10] | LIU, K., CAO, X. F., ZHANG, P., WU, W. W., and LI, Y. Dynamic mechanical performances of enhanced anti-tetra-chiral structure with rolled cross-section ligaments under impact loading. International Journal of Impact Engineering, 166, 104204 (2022) |
[11] | LU, Q. Y., QI, D. X., LI, Y., XIAO, D. B., and WU, W. W. Impact energy absorption performances of ordinary and hierarchical chiral structures. Thin-Walled Structures, 140, 495–505 (2019) |
[12] | JI, S. C., LI, L., MOTRA, H. B., WUTTKE, F., SUN, S. S., MICHIBAYASHI, K., and SALISBURY, M. H. Poisson's ratio and auxetic properties of natural rocks. Journal of Geophysical Research: Solid Earth, 123, 1161–1185 (2018) |
[13] | CHANG, Q., FENG, J., CHEN, Y., and SHU, Y. In-plane crushing response of tetra-chiral honeycombs. International Journal of Impact Engineering, 130, 247–265 (2019) |
[14] | WANG, Z. and LI, Y. Drop-weight impact and compressive properties of repeatable self-healing carbon fiber reinforced composites. Composites Part B: Engineering, 283, 111626 (2024) |
[15] | LI, L. Z., NIE, L., and REN, Y. R. On multiple impacts of functional gradient magneto-electro-elastic plates with convex and concave configurations and prediction based on PSO-BPNN. Aerospace Science and Technology, 151, 109277 (2024) |
[16] | GUO, Y., MI, H. L., and HABIBI, M. Electromechanical energy absorption, resonance frequency, and low-velocity impact analysis of the piezoelectric doubly curved system. Mechanical Systems and Signal Processing, 157, 107723 (2021) |
[17] | ZHANG, L. L., SUN, X., DIETRICH, J., KERSCHEN, G., and LI, C. Enhanced energy transfer and multimodal vibration mitigation in an electromechanical acoustic black hole beam. Journal of Sound and Vibration, 561, 117841 (2023) |
[18] | THAI, T. Q., ZHUANG, X., and RABCZUK, T. An electro-mechanical dynamic model for flexoelectric energy harvesters. Nonlinear Dynamics, 111, 2183–2202 (2023) |
[19] | ALIAKBARI, F., AMIRI, A., TALEBITOOTI, R., and DANESHJOU, K. On comprehensive nonlinear size-dependent analysis of nano-scale flexoelectric energy harvesters considering strain gradient, surface elasticity and thickness size effect. European Physical Journal Plus, 138, 807 (2023) |
[20] | CHEN, X., YAO, S., and YVONNET, J. Multiscale topology optimization of an electromechanical dynamic energy harvester made of non-piezoelectric material. Structural and Multidisciplinary Optimization, 67, 66 (2024) |
[21] | DENG, Q., KAMMOUN, M., ERTURK, A., and SHARMA, P. Nanoscale flexoelectric energy harvesting. International Journal of Solids and Structures, 51(18), 3218–3225 (2014) |
[22] | WANG, K. F. and WANG, B. L. Non-linear flexoelectricity in energy harvesting. International Journal of Engineering Science, 116, 88–103 (2017) |
[23] | MANAGHEB, S. A. M., ZIAEI-RAD, S., and TIKANI, R. Energy harvesting from vibration of Timoshenko nanobeam under base excitation considering flexoelectric and elastic strain gradient effects. Journal of Sound and Vibration, 421, 166–189 (2018) |
[24] | SU, S., HUANG, H. W., and ZHU, Z. H. Flexoelectric energy harvesters utilizing controllably wrinkled micro-dielectric film. Energy, 224, 120056 (2021) |
[25] | WANG, K. F., WANG, B. L., and ZENG, S. Analysis of an array of flexoelectric layered nanobeams for vibration energy harvesting. Composite Structures, 187, 48–57 (2018) |
[26] | ZHENG, Z. Q., HUANG, P., and WANG, F. Shape memory effect based thermal cycling induced flexoelectricity for energy harvesting. Scripta Materialia, 194, 113701 (2021) |
[27] | HU, S. and SHEN, S. P. Electric field gradient theory with surface effect for nano-dielectrics. Computers, Materials and Continua, 13(1), 63–87 (2009) |
[28] | YAN, Z. and JIANG, L. Y. Modified continuum mechanics modeling on size-dependent properties of piezoelectric nanomaterials: a review. Nanomaterials, 7, 27 (2017) |
[29] | CHEN, W. H., LIANG, X., and SHEN, S. P. Forced vibration of piezoelectric and flexoelectric Euler-Bernoulli beams by dynamic Green's functions. Acta Mechanica, 232, 449–460 (2021) |
[30] | IYER, A. H. S., GUPTA, P., GUDMUNDSON, P., and KULACHENKO, A. Measuring microscale mechanical properties of PVdF binder phase and the binder-particle interface using micromechanical testing. Materials Science and Engineering: A, 881, 145352 (2023) |
[31] | DENG, Y. F., HU, X. Y., NIU, Y. J., ZHENG, Y. M., and WEI, G. Experimental and numerical study of composite honeycomb sandwich structures under low-velocity impact. Applied Composite Materials, 31, 535–559 (2024) |
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