[1] |
Kushwaha MS, Halevi P, Dobrzynski L, et al. Acoustic band structure of periodic elastic composites. Physical Review Letters, 1993,71(13):2022-2025
|
[2] |
温熙森, 温激鸿, 郁殿龙 等. 声子晶体. 北京:国防工业出版社, 2009(Wen Xisen, Wen Jihong, Yu Dianlong, et al. Phononic Crystals. Beijing: National Defence Industry Press, 2009 (in Chinese))
|
[3] |
Liu ZY, Zhang XX, Mao YW, et al. Locally resonant sonic materials. Science, 2000,289(5485):1734-1736
|
[4] |
Sheng P, Zhang XX, Liu Z, et al. Locally resonant sonic materials. Physica B: Condensed Matter, 2003,338(1-4):201-205
|
[5] |
温激鸿, 王刚, 刘耀宗 等. 基于集中质量法的一维声子晶体弹性波带隙. 计算物理学报, 2004,53(10):3384-3388(Wen Jihong, Wang Gang, Liu Yaozong, et al. Lumped-mass method on calculation of elastic band gaps of one-dimensional phononic crystals. Acta Physica Sinica, 2004,53(10):3384-3388 (in Chinese))
|
[6] |
王刚, 温激鸿, 韩小云 等. 二维声子晶体带隙计算中的时域有限差分方法. 物理学报, 2003,52(8):1943-1947(Wang Gang, Wen Jihong, Han Xiaoyun, et al. Finite difference time domain method for the stusy of band gap in two-dimensional phononic crystals. Acta Physica Sinica, 2003,52(8):1943-1947 (in Chinese))
|
[7] |
吴健, 白晓春, 肖勇 等. 一种多频局域共振型声子晶体板的低频带隙与减振特性. 物理学报, 2016,65(6):209-219(Wu Jian, Bai Xiaochun, XiaoYong, et al. Low frequency band gaps and vibration reduction propeties of a multi-frequency locally resonant phononic plate. Acta Physica Sinica, 2016,65(6):209-219 (in Chinese))
|
[8] |
El-Borgi S, Fernandes R, Rajendran P, et al. Multiple bandgap formation in a locally resonant linear metamaterial beam: Theory and experiments. Journal of Sound and Vibration, 2020,488:115647
|
[9] |
王航, 王文强 . 一维黏弹性声子晶体的色散与耗散关系. 高压物理学报, 2020,34(6):1-11(Wang Hang, Wang Wenqiang. Dispersion and disspation relations of one-dimensional viscoelastic phononic crystals. Chinese Journal of High Pressure Physics, 2020,34(6):1-11 (in Chinese))
|
[10] |
Sigalas MM. Elastic wave band gaps and defect states in two-dimensional composites. Journal of the Acoustical Society of America, 1997, 101(3): 1256-1261
|
[11] |
Zou HX, Zhao LC, Gao QH, et al. Mechanical modulations for enhancing energy harvesting: Principles, methods and applications. Applied Energy, 2019,255:113871
|
[12] |
Wang J, Geng L, Ding L, et al. The state-of-the-art review on energy harvesting from flow-induced vibrations. Applied Energy, 2020,267:114902
|
[13] |
Cao DX, Gao YH, Hu WH. Modeling and power performance improvement of a piezoelectric energy harvester for low-frequency vibration environments. Acta Mechanica Sinica, 2019,35:894-911
|
[14] |
Huang D, Zhou S, Litak G. Theoretical analysis of multi-stable energy harvesters with high-order stiffness terms. Communications in Nonlinear Science and Numerical Simulation, 2019,69:270-286
|
[15] |
Zhou Z, Qin W, Du W, et al. Improving energy harvesting from random excitation by nonlinear flexible bi-stable energy harvester with a variable potential energy function. Mechanical Systems and Signal Processing, 2019,115:162-172
|
[16] |
Cao DX, Xia W, Hu WH. Low-frequency and broadband vibration energy harvester driven by mechanical impact based on layer-separated piezoelectric beam. Applied Mathematics and Mechanics (English Edition), 2019,40(12):1777-1790
|
[17] |
Lu ZQ, Li K, Ding H, et al. Nonlinear energy harvesting based on a modified snap-through mechanism. Applied Mathematics and Mechanics (English Edition), 2019,40(1):167-180
|
[18] |
曹东兴, 马鸿博, 张伟. 附磁压电悬臂梁流致振动俘能特性分析. 力学学报, 2019,51(4):1148-1155(Cao Dongxing, Ma HongBo, Zhang Wei. Energy harvesting analysis of a piezoelectric cantilever beam with magnets for flow-induced vibration. Chinese Journal of Theoretical and Applied Mechanics 2019 , 51(4):1148-1155 (in Chinese))
|
[19] |
曹东兴, 高彦辉, 张伟. 附磁阶梯变厚度悬臂梁压电俘能器的理论建模及分析. 固体力学学报, 2019,40(5):403-416(Cao Dongxing, Gao Yanhui, ZhangWei. Theoretical modelling and analysis of piezoelectric vibration energy harvester based on the stepped cantilever beam with variable thickness under magnetic force. Chinese Journal of Solid Mechanics, 2019,40(5):403-416 (in Chinese))
|
[20] |
Chen Z, Guo B, Yang Y, et al. Metamaterials-based enhanced energy harvesting: A review. Physica B. Condensed Matter, 2014,438:1-18
|
[21] |
Shin YC, Yoon H, Jo SH, et al. Phononic band gap of a quarter-wave stack for enhanced piezoelectric energy harvesting. International Journal of Mechanical Sciences, 2020,189:106003
|
[22] |
Jo SH, Yoon H, Shin YC, et al. Designing a phononic crystal with a defect for energy localization and harvesting: Supercell size and defect location. International Journal of Mechanical Sciences, 2020,179:105670
|
[23] |
Wang X, Sun H, Chen T, et al. Enhanced acoustic localization in the two-dimensional phononic crystals with slit tube defect. Physics Letters A, 2019,383(29):125918
|
[24] |
Lv H, Tian X, Wang MY, et al. Vibration energy harvesting using a phononic crystal with point defect states. Applied Physics Letters, 2013,102(3):034103
|
[25] |
孙伟彬, 王婷, 孙小伟 等. 新型二维三组元压电声子晶体板的缺陷态及振动能量回收. 物理学报, 2019,68(23):145-153(Sun Weibin, Wang Ting, Sun Xiaowei, et al. Defect states and vibration energy recovery of novel two-dimensional piezoelectric phononic crystal plate. Acta Physica Sinica, 2019,68(23):145-153 (in Chinese))
|
[26] |
Chen Z, Yang Y, Lu Z, et al. Broadband characteristics of vibration energy harvesting using one-dimensional phononic piezoelectric cantilever beams. Physica B: Condensed Matter, 2013,410:5-12
|
[27] |
Wang WC, Wu LY, Chen LW, et al. Acoustic energy harvesting by piezoelectric curved beams in the cavity of a sonic crystal. Smart Materials and Structures, 2010,19(4):045016
|
[28] |
Assouar B, Oudich M, Zhou X. Sound insulation and energy harvesting based on acoustic metamaterial plate. Smart Structures, 2015,9438:94380U
|
[29] |
Wu LY, Chen LW, Liu CM. Acoustic energy harvesting using resonant cavity of a sonic crystal. Applied Physics Letters, 2009,95(1):013506
|
[30] |
Ma KJ, Ma KJ, Tan T, et al. Acoustic energy harvesting enhanced by locally resonant metamaterials. Smart Materials and Structures, 2020,29(7):075025
|