Page 154 - 《振动工程学报》2026年第2期

470 振 动 工 程 学 报 第 39 卷

delaminated angle-ply composite conical shells-A finite 哈尔滨：哈尔滨工程大学，2021.
element approach[J]. Composite Structures， 2012， 94（ 7） ： WANG Tianyu. Dynamic analysis of composite conical-cylin-
2188-2196. drical shell moving in high speed[D]. Harbin：Harbin Engi-
[4] VISWANATHAN K K，LEE J H，AZIZ Z A，et al. Vibra- neering University，2021.
tion analysis of cross-ply laminated truncated conical shells [16] 谢祖东. 水下复合壳体结构声振特性分析 [D]. 哈尔滨：哈
using a spline method[J]. Journal of Engineering Mathemat- 尔滨工程大学，2021.
ics，2012，76（1）：139-156. XIE Zudong. Analysis of vibration and acoustic characteris-
[5] QU Y G，LONG X H，WU S H，et al. A unified formula- tics of underwater composite shell structure[D]. Harbin：
tion for vibration analysis of composite laminated shells of Harbin Engineering University，2021.
revolution including shear deformation and rotary inertia[J]. [17] SHAHABAD P K，ANAMAGH M R，BEDIZ B. Design of
Composite Structures，2013，98：169-191. laminated conical shells using spectral Chebyshev method and
[6] CIVALEK Ö. Vibration analysis of laminated composite coni- lamination parameters[J]. Composite Structures， 2022，
cal shells by the method of discrete singular convolution based 281：114969.
on the shear deformation theory[J]. Composites Part B：Engi- [18] 郑博文，赵锐，于开平. 碳纤维双马树脂基圆锥壳的热振
neering，2013，45（1）：1001-1009. 动特性研究 [J]. 力学与实践，2022，44（1）：36-44.
[7] 瞿叶高，华宏星，谌勇，等. 复合材料旋转壳自由振动分 ZHENG Bowen， ZHAO Rui， YU Kaiping. Research on
析的新方法 [J]. 力学学报，2013，45（1）：139-143. thermal vibration characteristics of carbon fiber bismaleimide
QU Yegao， HUA Hongxing， CHEN Yong， et al. A new resin conical shell[J]. Mechanics in Engineering， 2022，
method for free vibration analysis of composite laminated
44（1）：36-44.
shelles of revolution[J]. Chinese Journal of Theoretical and
[19] SONG X Y， WANG C G， WANG S， et al. Vibration
Applied Mechanics，2013，45（1）：139-143.
evolution of laminated composite conical shell with arbitrary
[8] JIN G Y，YE T G，JIA X Z，et al. A general Fourier solu-
foundation in hygrothermal environment： experimental and
tion for the vibration analysis of composite laminated struc-
theoretical investigation[J]. Mechanical Systems and Signal
ture elements of revolution with general elastic restraints[J].
Processing，2023，200：110565.
Composite Structures，2014，109：150-168.
[20] LI Z，WANG Q S，ZHONG R，et al. Vibro-acoustic analy-
[9] XIE X，JIN G Y，LI W Y，et al. A numerical solution for
sis of laminated composite cylindrical and conical shells using
vibration analysis of composite laminated conical，cylindrical
meshfree method[J]. Engineering Analysis with Boundary
shell and annular plate structures[J]. Composite Structures，
Elements，2023，152：789-807.
2014，111：20-30.
[21] 许卓，许沛尧，初晨，等. 基于多层次迭代修正的纤维增
[10] YE T G，JIN G Y，SU Z，et al. A unified Chebyshev-Ritz
强复合薄壁截顶圆锥壳振动响应分析 [J]. 复合材料学报，
formulation for vibration analysis of composite laminated deep
2024，41（3）：1601-1610.
open shells with arbitrary boundary conditions[J]. Archive of
XU Zhuo， XU Peiyao， CHU Chen， et al. Vibration
Applied Mechanics，2014，84（4）：441-471.
response analysis of fiber reinforced composite thin-walled
[11] SHAKOURI M，KOUCHAKZADEH M A. Analytical solu-
truncated conical shell based on multilevel iterative
tion for vibration of generally laminated conical and cylindri-
correction[J]. Acta Materiae Compositae Sinica， 2024，
cal shells[J]. International Journal of Mechanical Sciences，
41（3）：1601-1610.
2017，131-132：414-425.
[22] WANG M，ZENG L L，ZHAO C Y，et al. Aerothermoelas-
[12] HE D Z， SHI D Y， WANG Q S， et al. A unified power
tic analysis of conical shell in supersonic flow[J]. Applied
series method for vibration analysis of composite laminate
Sciences，2023，13（8）：4850.
conical， cylindrical shell and annular plate[J]. Structures，
[23] LI W L. Free vibrations of beams with general boundary
2021，29：305-327.
conditions[J]. Journal of Sound and Vibration， 2000，
[13] 王远达. 弹性边界条件下复合材料回转类层合板壳结构振
237（4）：709-725.
动特性分析 [D]. 哈尔滨：哈尔滨工程大学，2020.
[24] AMABILI M，PELLICANO F. Nonlinear supersonic flutter
WANG Yuanda. Analysis of vibration characteristics of
of circular cylindrical shells[J]. AIAA Journal， 2001，
composite rotating plate and shell structures under elastic
39（4）：564-573.
boundary conditions[D]. Harbin：Harbin Engineering Univer-
[25] RAHMANIAN M， JAVADI M. A unified algorithm for
sity，2020.
fully-coupled aeroelastic stability analysis of conical shells in
[14] 李海超. 复合材料回转结构振动声辐射雅克比-里兹方法及
应用 [D]. 哈尔滨：哈尔滨工程大学，2021. yawed supersonic flow to identify the effect of boundary
conditions[J]. Thin-Walled Structures，2020，155：106910.
LI Haichao. Jacobi-Ritz method and application for vibration
and sound radiation of composite shells of revolution[D].
Harbin：Harbin Engineering University，2021. 通信作者：石先杰（1985—），男，博士，高级工程师。
[15] 王天宇. 高速运动复合材料锥-柱组合壳体动力学分析 [D]. E-mail：411shixj@caep.cn