[1] Mi, Yongzhen, Hui Zheng, Yang Shen, and Yuanyi Huang. "A weak formulation for isogeometric analysis of vibro-acoustic systems with non-conforming interfaces." International Journal of Applied Mechanics 10, no. 07 (2018): 1850073.
[2] Henry, James Karl, and R. L. Clark. "Active control of sound transmission through a curved panel into a cylindrical enclosure." Journal of Sound and Vibration 249, no. 2 (2002): 325-349.
[3] Jin, Guoyong, Xianglong Ma, Wenyao Wang, and Zhigang Liu. "An energy-based formulation for vibro-acoustic analysis of submerged submarine hull structures." Ocean Engineering 164 (2018): 402-413.
[4] Dowell, E. H., and H. M. Voss. "The effect of a cavity on panel vibration." AIAA journal 1, no. 2 (1963): 476-477.
[5] Missaoui, J., and L. Cheng. "A combined integro-modal approach for predicting acoustic properties of irregular-shaped cavities." The journal of the acoustical society of America 101, no. 6 (1997): 3313-3321.
[6] Kim, S. M., and M. J. Brennan. "A compact matrix formulation using the impedance and mobility approach for the analysis of structural-acoustic systems." Journal of sound and vibration 223, no. 1 (1999): 97-113.
[7] Davis, R. B. "A simplified approach for predicting interaction between flexible structures and acoustic enclosures." Journal of fluids and structures 70 (2017): 276-294.
[8] Kong, Deyu, Gang Wang, Wenlong Li, and Junfang Ni. "Sound radiation from the plate backed by the rectangular cavity." International Journal of Mechanical Sciences 191 (2021): 106072.
[9] Ji, Ming, and Kazuaki Inaba. "Theoretical analysis of free vibration and transient response of rectangular plate–cavity system under impact loading." Journal of Pressure Vessel Technology 145, no. 3 (2023): 031402.
[10] Shi, S. X., G. Y. Jin, and Z. G. Liu. "Vibro-acoustic behaviors of an elastically restrained double-panel structure with an acoustic cavity of arbitrary boundary impedance." Applied acoustics 76 (2014): 431-444.
[11] Shi, Dongyan, Gai Liu, Hong Zhang, Wenhui Ren, and Qingshan Wang. "A three-dimensional modeling method for the trapezoidal cavity and multi-coupled cavity with various impedance boundary conditions." Applied Acoustics 154 (2019): 213-225.
[12] Ji, Ming, and Kazuaki Inaba. "Efficient theoretical and numerical methods for solving free vibrations and transient responses of a circular plate coupled with fluid subjected to impact loadings." Journal of Pressure Vessel Technology 143, no. 5 (2021): 051401.
[13] Chen, Yuehua, G. Jin, Zhimin Feng, and Zhigang Liu. "Modeling and vibro-acoustic analysis of elastically restrained panel backed by irregular sound space." Journal of Sound and Vibration 409 (2017): 201-216.
[14] Cui xy, He YF, and Hu x. "Vibro-acoustic response analysis of vehicles based on a novel acoustic-structural coupling method." Journal of Mechanical Engineering 58, no. 13 (2022): 137-146.
[15] Song, Xiaoji, Guoyong Jin, Saifeng Zhong, Tiangui Ye, and Yukun Chen. "Isogeometric modeling and vibro-acoustic analysis of flow-excited irregular cavity-plate-exterior space coupled system." Journal of Sound and Vibration 595 (2025): 118712.
[16] Shi, Dongyan, Gai Liu, Hong Zhang, Wenhui Ren, and Qingshan Wang. "A three-dimensional modeling method for the trapezoidal cavity and multi-coupled cavity with various impedance boundary conditions." Applied Acoustics 154 (2019): 213-225.
[17] Shi, S. X., G. Y. Jin, and Z. G. Liu. "Vibro-acoustic behaviors of an elastically restrained double-panel structure with an acoustic cavity of arbitrary boundary impedance." Applied acoustics 76 (2014): 431-444.
[18] Shi, Shuangxia, Zhu Su, Guoyong Jin, and Zhigang Liu. "Vibro-acoustic modeling and analysis of a coupled acoustic system comprising a partially opened cavity coupled with a flexible plate." Mechanical Systems and Signal Processing 98 (2018): 324-343.
[19] Shi, Shuangxia, Jingyu Wang, Kongchao Liu, Guoyong Jin, and Bin Xiao. "Vibro-acoustic modelling of the box structural–acoustic coupling system." Results in Physics 31 (2021): 104915.
[20] Zhao, Yiming, Zhonggang Wang, Zhigang Yang, and Bin Qin. "A unified hybrid Ritz-SEA acoustic vibration coupling method of a rectangular plate coupled with fast multipole boundary integration." Composite Structures 328 (2024): 117650.
[21] Xue, Y. Q., G. Y. Jin, T. G. Ye, and K. Shi. "Modal analysis of three-dimensional acoustic cavity using isogeometric approach." J. Harbin Eng. Univ. 42, no. 7 (2021): 990-996.
[22] Song, Xiaoji, Guoyong Jin, Saifeng Zhong, Tiangui Ye, and Yukun Chen. "Isogeometric modeling and vibro-acoustic analysis of flow-excited irregular cavity-plate-exterior space coupled system." Journal of Sound and Vibration 595 (2025): 118712.
[23] Fang, Chen, Yaoxiang Zeng, and Yahui Zhang. "A numerical strategy for predicting the coupling-strength of acoustic fluid-structure interaction." Computers & Structures 275 (2023): 106902.
[24] Wu, Chengjun, Xieqing Huang, and Hualing Chen. "Theoretical prediction of sound radiation from double-layer composite cylindrical thin shell immersed in heavy fluid (1)." Hsi-An Chiao Tung Ta Hsueh/Journal of Xi'an Jiaotong University 32, no. 7 (1998): 76-79.
[25] Hong, K. L., and J. Kim. "Analysis of free vibration of structural-acoustic coupled systems, part ii: Two-and three-dimensional examples." Journal of Sound and Vibration 188, no. 4 (1995): 577-600.
[26] Zhou, X. Q., D. Y. Yu, X. Y. Shao, S. Q. Zhang, and S. Wang. "Research and applications of viscoelastic vibration damping materials: A review." Composite Structures 136 (2016): 460-480.
[27] Wang, Fei, Jianbin Liao, Chaoming Huang, Hongliang Yu, Jin Yan, and Hanlin Li. "Study on the damping dynamics characteristics of a viscoelastic damping material." Processes 10, no. 4 (2022): 635.
[28] Zhang, Yanlin, Junyin Li, Qiongying Wu, Marco Amabili, Diego Misseroni, and Hanqing Jiang. "Viscoelastic structural damping enables broadband low-frequency sound absorption." Proceedings of the National Academy of Sciences 122, no. 43 (2025): e2520808122.
[29] Chen, Zhanyang, Qingtao Gong, Weidong Zhao, and Hongbin Gui. "Analysis of viscoelastic damping effect on the underwater acoustic radiation of a ring-stiffened conical shell." Applied Sciences 12, no. 3 (2022): 1566.
[30] Wang, Chang Yi, and C. M. Wang. Structural vibration: exact solutions for strings, membranes, beams, and plates. CRC Press, 2013.
[31] Kim, S. M., and M. J. Brennan. "A compact matrix formulation using the impedance and mobility approach for the analysis of structural-acoustic systems." Journal of sound and vibration 223, no. 1 (1999): 97-113.