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陳美霞
(華中科技大學船舶與海洋工程學院教授)
鎖定
陳美霞,女,畢業於華中科技大學,華中科技大學船舶與海洋工程學院教授。
- 中文名
- 陳美霞
- 國 籍
- 中國
- 民 族
- 漢
- 出生日期
- 1975年10月 [1]
- 畢業院校
- 華中科技大學
- 主要成就
- 研究方向:1.艦船結構振動與輻射噪聲計算新方法 [1]
陳美霞人物經歷
陳美霞教育經歷
1999/9 - 2003/7,華中科技大學,船舶與海洋工程結構物設計製造,博士;
1993/9 - 1997/7,華中科技大學,船舶與海洋工程結構物設計製造,學士。
1990/9-1993/7:江西省吉安市白鷺洲中學,高中;
陳美霞工作經歷
2017.11-至今,華中科技大學船舶與海洋工程學院,教授
[1]
2013/11-2014/11,西澳大學,機械工程學院,澳大利亞,訪問學者;
2006/6 - 2017/10,華中科技大學,船舶與海洋工程學院,副教授;
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2003/9 - 2005/11,華中科技大學,機械科學與工程學院,博士後。
陳美霞學術任職
中國造船工程學會船舶力學學術委員會振動與噪聲學組成員,中國複合材料學會船舶與海洋工程複合材料專業委員會委員,《中國艦船研究》、《船海工程》、《船舶水下噪聲學術討論會論文集》編委,國家自然科學基金通訊評議專家、Composite structures、Ocean Engineering、Int. J. Mech. Sci.、J. Sound Vib.、Applied Acoustics等期刊審稿人。
[1]
陳美霞主講課程
陳美霞主要貢獻
陳美霞科研項目
主持多項國家自然基金項目、海裝“十五”、“十一五”、“十二五”、“十三五”預研項目、國防科工局基礎產品創新科研項目、中船重工研究所、企業的科研、應用、產品項目。
1、國家自然科學基金面上項目(編號:51779098),帶內部結構的水下加筋錐-柱-球組合殼聲振耦合特性機理研究,2018.01-2021.12,主持
4、國家自然科學基金青年科學基金項目(編號:50805055),水下單、雙層加筋圓柱殼結構振動與輻射噪聲關係機理研究,2009.01-2011.12,主持
5、中國博士後科學基金項目(編號:20040350633),流場中局部敷設粘彈性阻尼層的有限長加筋圓柱殼聲輻射性能分析,2004.7-2005.8,主持
陳美霞學術論文
近五年發表的論文:
[1] Zhou ZW, Chen MX*. Predicting effective moduli of a Z-reinforced core with cavities using a novel theoretical approach and a micromechanics finite element method, Int. J. Mech. Sci. 2019,161-162.
[2]
[2] XieKun,ChenMeixia*,DongWanjing,LiWencheng.A unified semi-analytical method for vibration analysis of shells of revolution stiffened by rings with T cross-section.Thin-WalledStructures,2019,139:412-431.
[3]
[4]陳美霞, 彭燦兵, 陳琦.偏心加筋板結構能量傳遞特性分析.振動與衝擊, 2019, 38(13): 111-117.
[8]Chen Meixia, ZhangLei*, Xie Kun. Vibration analysis of a cylindrical shell coupled withinterior structures using a hybrid analytical-numerical approach. Ocean Engineering,2018, 154: 81-93
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[9] Xie Kun,Chen Meixia*. Wave based method for vibration analysis ofdouble-walled cylindrical shells, Applied Acoustics, 2018.139(10): 293-306
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[11]XieKun,Chen Meixia*, Li Zuhui. An analytic method for free and forced vibration analysis of stepped conical shells with arbitrary boundary conditions.Thin-Walled Structures, 2017, 111: 126-137
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[12]Xie Kun,Chen Meixia*, Zhang Lei, Xie De. Free and forced vibration analysis of non-uniformly supported cylindrical shells through wave based method. InternationalJournal of Mechanical Sciences, 2017, 128: 512-526
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[13]Xie Kun,Chen Meixia*, Li Zuhui. Free and Forced Vibration Analysisof Ring Stiffened Conical- Cylindrical- Spherical Shells through aSemi-Analytic Method. Journal of Vibration and Acoustics, 2017, 139, 3:031001
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[14]Xie Kun,Chen Meixia*, Zhang Lei, Xie De. Wave based method for vibration analysis of elastically coupled annular plate and cylindrical shell structures. AppliedAcoustics, 2017, 123: 107-122
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[14]XieKun,Chen Meixia*, Li Zuhui. A semi-analytical method forvibration analysis of thin spherical shells with elastic boundary conditions.Journalof Viboengineering, 2017, 19(4): 2312-2330
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[18]Lei Zhang,Meixia Chen; Kun Xie. Ahybrid analytical-numerical approach for vibration analysis of cylindricalshells with internal substructures. 46rd International Congress on NoiseControl Engineering, Hong Kong,China, 2017/8/27-2017/8/30.
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[19]Shihui Yao,Meixia Chen, Kun Xie. Freevibration of an elastically restrained circular plate coupled with fluid. 46rdInternational Congress on Noise Control Engineering, Hong Kong,China, 2017/8/27-2017/8/30.
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[20]Kun Xie,Meixia Chen, Lei Zhang. Vibrationanalysis of coupled beam and cylindrical shell structures through an analytic method. 46rd International Congress on Noise Control Engineering, Hong Kong,China, 2017/8/27-2017/8/30.
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[27]Chen Meixia, Xie Kun*, Jia Wenchao, Xu Kun. Free and forced vibration of ring-stiffened conical–cylindrical shells with arbitrary boundary conditions.Ocean Engineering,2015, 108: 241-256
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[28]Xie Kun,Chen Meixia*,Deng Naiqi, Jia Wenchao. Free and forced vibration of submerged ring- stiffenedconical shells with arbitrary boundary conditions.Thin-WalledStructures, 2015, 96: 240-255
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[29]Chen Meixia, Xie Kun*, Xu Kun, YuPeng.Wave Based Method for Free and Forced Vibration Analysis of Cylindrical Shells with Discontinuity in Thickness.Journalof Vibration and Acoustics, 2015, 137(5), 051004:1-14.
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[31]Meixia Chen, Kun Xie, Naiqi Deng, Kun Xu. Numerical modeling andexperimental determination of vibration characteristics of cylindrical shell with non-uniform stiffeners. 44rd International Congress on Noise ControlEngineering, San Francisco,USA, 2015/8/9-2015/8/12.
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[35]Chen Meixia, ZhangCong* ,Tao Xiangfan, Deng Naiqi.Structural and Acoustic Responses of a Submerged Stiffened Conical Shell. Shock and Vibration, 2014, 954253:1-14.
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[41]Chen M, Xie K, Wei J, Deng N. An analytical substructure method for the analysis of vibration characteristics onconical-cylindrical-spherical combined shells in vacuum . 43rd InternationalCongress on Noise Control Engineering, Melbourne,Australia, 2014/11/19-2014/11/25.
[1]
[42]Xie K,Chen M, Deng N, Xu K. Wavebased method for vibration and acoustic characteristics analysis ofunderwater cylindrical shell with bulkheads. 43rd International Congress onNoise Control Engineering, Melbourne,Australia, 2014/11/19-2014/11/25.
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[43]Chen Meixia, Wei Jianhui*, Xie Kun, Deng Naiqi, Hou Guoxiang.Wave basedmethod for free vibration analysis of ring stiffened cylindrical shell with intermediate large frame ribs. Shock and Vibration, 2013, 20: 459-479
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[44]Wei Jianhui,Chen Meixia*, Hou Guoxiang, Xie Kun, Deng Naiqi. Wave Based Method for Free Vibration Analysis of Cylindrical Shells With Non-uniform Stiffener Distribution.Journal of Vibration and Acoustics, 2013, 135(6): 061011
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[45]ZhangCong,Chen Meixia*, Tao Xiangfan, Deng Naiqi. Structural and acousticresponses of a coupled cylindrical-conical shell submerged in a heavy fluid.International Journal of Applied Mathematics and Statistics, 2013, 49(19):69-81.
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陳美霞軟件著作權
獲得3項軟件著作權。
[1]
陳美霞獲獎記錄
- 參考資料
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- 1. 華科技大學船舶與海洋工程學院-師資隊伍-陳美霞 .華科技大學船舶與海洋工程學院[引用日期2019-09-02]
- 2. Predicting effective moduli of a Z-reinforced core with cavities using a novel theoretical approach and a micromechanics finite element method .ScienceDirect[引用日期2019-09-02]
- 3. A unified semi-analytical method for vibration analysis of shells of revolution stiffened by rings with T cross-section .ScienceDirect[引用日期2019-09-02]
- 4. Galerkin法求解彈性邊界條件下圓板的流-固耦合振動特性 .中國知網[引用日期2019-09-02]
- 5. 基於比例係數-有效獨立法對圓柱殼聲輻射預報的測點優化佈置研究 .中國知網[引用日期2019-09-02]
- 6. 基於L1範數稀疏解的水下雙層圓柱殼振動聲輻射預報影響因素研究 .中國知網[引用日期2019-09-02]
- 7. 無限大單板和空腔雙板隔聲量研究 .噪聲與振動控制[引用日期2019-09-02]