暂无信息



基本信息

出生日期: 1957-05-26 性 别: 男
政治面貌:致公党 邮 箱: djyu@hnu.edu.cn
籍 贯: 湖南常德
院 系: 机械与运载工程学院 职位：教授、博士生导师


教育背景
美国加州大学Berkeley分校 访问**** 2000.08至2001.08
天津大学机械系 博士 1985.03至1988.08
天津大学工程力学系 硕士 1982.03至1984.09
湖南大学工程力学系 学士 1978.03至1982.01




工作履历
2009.12-2017.06 湖南大学校长助理
2009.01-2017.06 湖南大学发展规划办主任;
2001.11-2009.12 湖南大学研究生院副院长;
1998.07-2000.08 湖南大学机械与汽车工程学院，博士导师，副院长;
1994.07-1999.08　湖南大学振动测试研究中心，教授，中心主任；
1992.07-1994.07　湖南大学振动测试研究中心，副教授，中心主任；
1988.08-1992.07　湖南大学振动测试研究中心，讲师;
学术兼职
中国振动工程学会模态分析与测试专业委员会副主任委员；
《振动工程学报》编委；
《振动与冲击》编委；
《振动测试与诊断》编委;
《机械强度》编委；
《Frontiers of Mechanical Engineering》编委
《Journal of Measurement Science and Instrumentation》编委


招生信息：
团队长期招生，每年招收博士生1-2名，硕士生5-6名（仅限学硕），欢迎对本团队研究方向感兴趣的同学报考。
团队学术氛围浓厚，最近三年团队博士先后在密西根大学安娜堡分校、佐治亚理工、哈佛大学联培。
最近五年毕业的博士及工作去向：
夏百战，2014年毕业，湖南大学任教
吕辉，2015年毕业，华南理工大学任教
欧璐，2016年毕业，楚天科技任职
陈宁，2017年毕业，湖南大学任教
尹盛文，2018年毕业，中南大学任教
尹辉，2018年毕业，华南理工大学任教

研究领域
从事研究的学科专业领域及主要研究方向:
专业领域：机械电子工程，机械设计及理论
主要研究方向：设备状态监测与故障诊断；动态信号分析与处理；汽车振动与噪声控制(NVH)；声子晶体/声学超材料性质及应用研究；声学超材料力学性能研究。
科研项目
[1] 图谱域机械故障诊断方法研究，国家自然科学基金，2019-2022；
[2]不确定声固耦合系统中频响应分析与优化方法研究，国家自然科学基金，2016-2019；
[3] 信号共振稀疏分解方法及其在机械故障诊断中的应用研究，国家自然科学基金，2013-2016；
[4] 大型风力发电机组状态监测与故障诊断关键技术，中央高校基本科研业务费，2011-2012；
[5] 高速电梯开发研究，国家其它部委项目，2010-2011；
[6] 基于多尺度线调频基的稀疏信号分解包络解调方法及其在齿轮箱故障诊断中的应用研究，教育部科技项目，2010-2012；
[7] 大型风力发电机组状态监控与故障诊断技术研究，省教育厅项目（十二五及以前），2009-2010；
[8] 大型风力发电机组状态监控与故障诊断技术研究，湖南省科技计划项目（十二五及以前），2009-2011；
[9] 多尺度线调频基稀疏信号分解方法及其在机械故障诊断中的应用研究，国家自然科学基金，2009-2011；
[10] 大型风力发电机组状态监控与故障诊断技术研究，国家863高技术项目，2009-2010；
[11] 基于无线传感器网络的斜拉索索力监测系统开发，长沙市科技局，2008-2010；
[12] 基于车过桥振动响应信号的桥梁损伤诊断，省交通厅项目（十二五及以前），2007-2008；
[13] 桥梁结构安全监测与评估系统研究，湖南省科技计划项目（十二五及以前），2008-2009；
[14] 桥梁结构安全监控与评估系统，长沙市科技局项目，2007-2009；
[15] 制造业设备点检工作流管理系统研究开发，湖南省科技计划项目（十二五及以前），2007-2008；
[16] 基于广义解调时频分析的工程调制信号解调方法研究，教育部科技项目，2007-2009；
[17] 流程制造业设备智能点检系统研究，长沙市科技局项目，2006-2008；
[18] 基于瞬态冲击与振动参数识别的路基压实度快速检测技术研究，省交通厅项目（十二五及以前），2005-2006；
[19] 复杂曲面反求工程CAD建模与数控加工关键技术研究，本市各局（十二五及以前），2004-2005；
[20] 大型桥梁状态在线监测技术研究及监测系统开发，省交通厅项目（十二五及以前），2002-2004；
[21] 流程制造业关键设备远程监测与故障诊断技术研究及系统开发，湖南省科技计划项目（十二五及以前），2003-2005；
[22] 基于EMD和Hilbert谱的机械故障诊断方法研究，国家自然科学基金，2003-2004；
[23] 《振动分析与信号处理》研究生教材编著，省教育厅（十二五及以前），2002-2003；
[24] 非线性滞回系统参数识别方法研究，教育部留学回国人员科研启动基金，2002-2004；
[25] 基于EMD与Hilbere谱的机械故障诊断方法研究，教育部科技项目，2002-2005；
[26] 基于现代信号处理理论的机械故障诊断特征提取方法研究，省自然科学基金。2000-2001；
[27] 高速高精机床产品的动态仿真与虚拟设计技术研究，教育部科技项目，2000-2002；

学术成果
[1]于德介,程军圣,杨宇.机械故障诊断的Hilbert-Huang变换方法. 科学出版社，2006
[2]于德介，刘坚，李蓉.设备e-维护模式的理论与技术[M].湖南大学出版社，2006.
[3]于德介, 程军圣, 杨宇. 机械振动学[M]. 湖南大学出版社, 2010.
专利:
[1]于德介,夏百战,代洪庆. 一种吸声超结构[P]. 湖南：CNA,2017-05-10.
[2]夏百战,李丽萍,刘坚,于德介. 一种分形吸声超结构[P]. 湖南：CNA,2016-12-07.
[3]于德介,刘奇元,王翠亭,李星. 基于多分类支持向量机的磨削表面粗糙度等级识别方法[P]. 湖南：CNA,2015-01-28.
[4]吕辉,于德介,刘坚. 汽车盘式制动器系统振动稳定性的不确定性分析方法[P]. 湖南：CNA,2014-02-05.
[5]吕辉,于德介,刘坚. 汽车盘式制动器系统振动稳定性的优化方法[P]. 湖南：CNA,2014-01-29.
[6]刘坚,武春燕,彭富强,于德介. 基于改进二次粒子群算法的汽车零配件配载优化方法[P]. 湖南：CNA,2010-12-22.
[7]罗洁思,于德介,彭富强. 基于多尺度形态学分析的齿轮故障诊断方法[P]. 湖南：CN,2010-02-10.
[8]于德介,彭富强,刘坚. 基于多尺度线调频基稀疏信号分解的齿轮故障诊断方法[P]. 湖南：CN,2009-07-29.
科研论文目录：
累计发表论文200余篇。20 篇代表作SCI论文被 SCI-E 总引用 1569次，他引 1489次,单篇最高他引 238次，篇均他引103.4次；总影响因子 63.289，平均每篇影响因子 3.164。多次得到机械工程领域国际权威期刊IEEE Transactions on Industrial Electronics（IF= 7.168）、Mechanical Systems and Signal Processing（IF= 4.116）、Journal of Sound and Vibration（IF= 2.539）等的正面引用和肯定评价
近年主要论文如下:
[1]S Yin, D Yu, Z Ma, B Xia, A unified model approach for probability response analysis of structure-acoustic system with random and epistemic uncertainties, Mechanical Systems and Signal Processing, 2018,111:509-528.
[2]D Zhang, M Entezami, E Stewart, C Roberts, D Yu, Adaptive fault feature extraction from wayside acoustic signals from train bearings, Journal of Sound and Vibration , 2018,425: 221-238.
[3]S Yin, D Yu, Z Luo, B Xia, Unified polynomial expansion for interval and random response analysis of uncertain structure–acoustic system with arbitrary probability distribution, Computer Methods in Applied Mechanics and Engineering , 2018,336: 260-285.
[4]H Yin, D Yu, B Xia, Reliability-based topology optimization for structures using fuzzy set model, Computer Methods in Applied Mechanics and Engineering , 2018,333:197-217.
[5]H Lü, WB Shangguan, D Yu, A universal approach to squeal analysis of the disc brakes involving various types of uncertainty, Proceedings of the Institution of Mechanical Engineers, 2018,232(6):812-827.
[6]BZ Xia, SJ Zheng, TT Liu, JR Jiao, N Chen, HQ Dai, DJ Yu, J Liu, Observation of valleylike edge states of sound at a momentum away from the high-symmetry points, Physical Review B, 2018,97 (15):155124.
[7]H Dai, J Jiao, B Xia, T Liu, S Zheng, D Yu, Observation of topological edge states of acoustic metamaterials at subwavelength scale, Journal of Physics D: Applied Physics, 2018, 51 (17):175302.
[8]N Chen, S Yin, D Yu, Z Liu, B Xia, An efficient epistemic uncertainty analysis method for structural-acoustic problem based on evidence theory, Noise Control Engineering Journal , 2018,66 (2):117-130.
[9]H Lü, WB Shangguan, D Yu, A unified method and its application to brake instability analysis involving different types of epistemic uncertainties, Applied Mathematical Modelling, 2018, 56:158-171.
[10]T Liu, S Zheng, H Dai, D Yu, B Xia, Acoustic semimetal with Weyl points and surface states, arXiv preprint arXiv,2018,1803:04284.
[11]H Yin, D Yu, S Yin, B Xia, Possibility-based robust design optimization for the structural-acoustic system with fuzzy parameters, Mechanical Systems and Signal Processing, 2018, 102:329-345.
[12]N Chen, D Yu, B Xia, M Beer, Hybrid Uncertain Analysis for Exterior Acoustic Field Prediction with Interval Random Parameters, International Journal of Computational Methods, 2018, 15 (02):**.
[13]B Xia, L Li, J Liu, D Yu, Acoustic metamaterial with fractal coiling up space for sound blocking in a deep subwavelength scale, Journal of Vibration and Acoustics , 2018,140 (1):011011.
[14]S Yin, D Yu, Z Luo, B Xia, An arbitrary polynomial chaos expansion approach for response analysis of acoustic systems with epistemic uncertainty, Computer Methods in Applied Mechanics and Engineering, 2018
[15]H Lü, WB Shangguan, D Yu, A new hybrid uncertainty analysis method and its application to squeal analysis with random and interval variables, Probabilistic Engineering Mechanics, 2018, 51: 1-10.
[16]Chen Ning; Yu Dejie; Xia Baizhan, Liu J,Ma ZD,Microstructural topology optimization of structural-acoustic coupled systems for minimizing sound pressure level, STRUCTURAL AND MULTIDISCIPLINARY OPTIMIZATION,2017,56(6):1259-1270.
[17] Zhang Dingcheng, Yu Dejie, Li Xing, Optimal resonance-based signal sparse decomposition and its application to fault diagnosis of rotating machinery, PROCEEDINGS OF THE INSTITUTION OF MECHANICAL ENGINEERS PART C-JOURNAL OF MECHANICAL ENGINEERING SCIENCE, 2017, 231(24 ) :4670-4683 .
[18]Lu, Hui; Shangguan, Wen-Bin; Yu Dejie; Uncertainty quantification of squeal instability under two fuzzy-interval cases, FUZZY SETS AND SYSTEMS , 2017,328 :70-82；
[19]Dai, Hongqing; Xia, Baizhan; Yu, Dejie; Dirac cones in two-dimensional acoustic metamaterials, JOURNAL OF APPLIED PHYSICS,2017,122(6):065103
[20]Yin, Shengwen; Yu, Dejie; Yin, Hui; ; Xia, BZ; A new evidence-theory-based method for response analysis of acoustic system with epistemic uncertainty by using Jacobi expansion, COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING, 2017,322:419-440.
[21]Zhang, Dingcheng; Yu, Dejie; Multi-fault diagnosis of gearbox based on resonance-based signal sparse decomposition and comb filter, MEASUREMENT, 2017,103:361-369.
[22]Dai, Hongqing; Liu, Tingting; Jiao, Junrui;Xia, BZ;Yu, DJ; Double Dirac cone in two-dimensional phononic crystals beyond circular cells, JOURNAL OF APPLIED PHYSICS, 2017,121(13):135105.
[23]Chen, N;Yu, DJ;Xia, BZ;Liu, J;Ma, ZD; Homogenization-based interval analysis for structural-acoustic problem involving periodical composites and multi-scale uncertain-but-bounded parameters, JOURNAL OF THE ACOUSTICAL SOCIETY OF AMERICA,2017,41(4):2768-2778
[24]Dai, HQ;Liu, TT;Xia, BZ;Yu, DJ; Quasilossless acoustic transmission in an arbitrary pathway of a network, PHYSICAL REVIEW B2017,95(5):054109.
[25]Chen, N;Yu, DJ;Xia, BZ;Liu, J;Ma, ZD; Interval and subinterval homogenization-based method for determining the effective elastic properties of periodic microstructure with interval parameters, INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES,2017,106:174-182.
[26]Xia, Baizhan; Yin, Hui; Yu, Dejie; Nondeterministic wave-based methods for low- and mid-frequency response analysis of acoustic field with limited information, MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 2017,84:169-183.
[27]Lu, Hui; Shangguan, Wen-Bin; Yu, Dejie; An imprecise probability approach for squeal instability analysis based on evidence theory, JOURNAL OF SOUND AND VIBRATION2017,387:96-113.
[28]Ou, Lu; Yu, Dejie; Yang, Hanjian; A new rolling bearing fault diagnosis method based on GFT impulse component extraction, MECHANICAL SYSTEMS AND SIGNAL PROCESSING,2016,81:162-182.
[29]Chen, Ning; Yu, Dejie; Xia, Baizhan;Beer, Michael; Uncertainty analysis of a structural-acoustic problem using imprecise probabilities based on p-box representations, MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 2016,80:45-57.
[30]Yin, Hui; Yu, Dejie; Yin, Shengwen;Xia, Baizhan; Response analysis of uncertain structural-acoustic system based on multi-convex set model, JOURNAL OF FLUIDS AND STRUCTURES, 2016,67:173-189.
[31]Xia, Baizhan; Chen, Ning; Xie, Longxiang; Qin, Yuan;Yu, Dejie; Temperature-controlled tunable acoustic metamaterial with active band gap and negative bulk modulus, APPLIED ACOUSTICS,2016,112:1-9.
[32]Xia, Baizhan; Qin, Yuan; Yu, Dejie;Jiang, Chao; Dynamic response analysis of structure under time-variant interval process model, JOURNAL OF SOUND AND VIBRATION, 2016,381: 121-138.
[33]Yin, Hui; Yu, Dejie; Yin, Shengwen; Xia, Baizhan; Fuzzy interval Finite Element/Statistical Energy Analysis for mid-frequency analysis of built-up systems with mixed fuzzy and interval parameters,JOURNAL OF SOUND AND VIBRATION,2016,380:192-212.
[34]Yin, Shengwen; Yu, Dejie; Huang, Ya;Yin, Hui; Hybrid Chebyshev Interval Finite-Element and Statistical Energy Analysis Method for Midfrequency Analysis of Built-Up Systems with Interval Uncertainties, JOURNAL OF ENGINEERING MECHANICS,2016,142(10):**.
[35]Lu, Hui; Shangguan, Wenbin; Yu, Dejie; Squeal reduction of a disc brake system with fuzzy uncertainties, JOURNAL OF VIBROENGINEERING,2016,18 (6):3981-4001.
[36]Ou, Lu; Yu, Dejie; Fault diagnosis of roller bearings based on Laplacian energy feature extraction of path graphs, MEASUREMENT,2016,91:168-176.
[37]Yu, Dejie; Wang, Min; Cheng, Xiangmin; A method for the compound fault diagnosis of gearboxes based on morphological component analysis, MEASUREMENT2016,91:519-531.
[38]Chen, Ning; Yu, Dejie; Xia, Baizhan;Ma, Zhengdong; Topology optimization of structures with interval random parameters,COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2016,307:300-315.
[39]Lu, Hui; Yu, Dejie; Optimization design of a disc brake system with hybrid uncertainties,ADVANCES IN ENGINEERING SOFTWARE,2016,98:112-122.
[40]Xia, Baizhan; Dai, Hongqing; Yu, Dejie; Symmetry-broken metamaterial for blocking, cloaking, and supertunneling of sound in a subwavelength scale, APPLIED PHYSICS LETTERS,2016,108(25):251902.
[41]Yin, Shengwen; Yu, Dejie; Yin, Hui;Xia, Baizhan; Interval and random analysis for structure-acoustic systems with large uncertain-but-bounded parameters, COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING, 2016,305:910-935.
[42]Chen, Ning; Yu, Dejie; Xia, Baizhan; Unified analysis approach for the energy flow in coupled vibrating systems with two types of hybrid uncertain parameters, MECHANICAL SYSTEMS AND SIGNAL PROCESSING,2016,70-71: 542-556.
[43]Lu, Hui; Yu, Dejie; Stability Optimization of a Disc Brake System with Hybrid Uncertainties for Squeal Reduction, SHOCK AND VIBRATION,2016: **
[44]Luo, Jiesi; Yu, Dejie; Liang, Ming;Enhancement of oil particle sensor capability via resonance-based signal decomposition and fractional calculus, MEASUREMENT, 2015,76: 240-254.
[45]Xia, Baizhan; Yin, Shengwen; Yu, Dejie; A new random interval method for response analysis of structural-acoustic system with interval random variables, APPLIED ACOUSTICS, 2015,99:31-42.
[46]Xia, Baizhan; Lu, Hui; Yu, Dejie; Jiang, Chao; Reliability-based design optimization of structural systems under hybrid probabilistic and interval model, COMPUTERS & STRUCTURES,2015,160:126-134.
[47]Yin, Hui; Yu, Dejie; Lu, Hui; Yin, Shengwen;Xia, Baizhan; Hybrid finite element/statistical energy method for mid-frequency analysis of structure acoustic systems with interval parameters, JOURNAL OF SOUND AND VIBRATION, 2015,353:181-204.
[48]Liu, Jie; Sun, Xingsheng; Han, Xu; Jiang, Chao;Yu, Dejie; Dynamic load identification for stochastic structures based on Gegenbauer polynomial approximation and regularization method, MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 2015,56-57;35-54.
[49]Xia, Baizhan; Yu, Dejie; Optimization based on reliability and confidence interval design for the structural-acoustic system with interval probabilistic variables, JOURNAL OF SOUND AND VIBRATION,2015,336:1-15.
[50]Yin, Hui; Yu, Dejie; Yin, Shengwen; Xia, Baizhan; Efficient Midfrequency Analysis of Built-Up Structure Systems with Interval Parameters,SHOCK AND VIBRATION, 2015:712428.
[51]Zhou, Anmei; Yu, Dejie; Zhang, Wenyi; A research on intelligent fault diagnosis of wind turbines based on ontology and FMECA, ADVANCED ENGINEERING INFORMATICS, 2015,29(1):115-125.
[52]Chen, Ning; Yu, Dejie; Xia, Baizhan; Evidence-theory-based analysis for the prediction of exterior acoustic field with epistemic uncertainties, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,50:402-411.
[53]Lu, Hui; Yu, Dejie; Brake squeal reduction of vehicle disc brake system with interval parameters by uncertain optimization, JOURNAL OF SOUND AND VIBRATION,2014,333(26):7313-7325.
[54]Liu, Jie; Sun, Xingsheng; Han, Xu; Jiang, Chao; Yu, Dejie; A novel computational inverse technique for load identification using the shape function method of moving least square fitting,COMPUTERS & STRUCTURES, 2014, 144:127-137.
[55]Xia, Baizhan; Yu, Dejie; Change-of-variable interval stochastic perturbation method for hybrid uncertain structural-acoustic systems with random and interval variables, JOURNAL OF FLUIDS AND STRUCTURES,2014,50:461-478.
[56]Chen, Ning; Yu, Dejie; Xia, Baizhan;Hybrid uncertain analysis for the prediction of exterior acoustic field with interval and random parameters,COMPUTERS & STRUCTURES,2014,141:9-18.
[57]Xia, Baizhan; Yu, Dejie; Han, Xu; Jiang, Chao; Unified response probability distribution analysis of two hybrid uncertain acoustic fields, COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2014,276:20-34.
[58]Xia, Baizhan; Yu, Dejie; Modified Interval and Subinterval Perturbation Methods for the Static Response Analysis of Structures with Interval Parameters, JOURNAL OF STRUCTURAL ENGINEERING,2014,140(5):**.
[59]Chen Xiangmin; Yu Dejie; Li Rong; Analysis of Gearbox Compound Fault Vibration Signal Using Morphological Component Analysis, Journal of Mechanical Engineering,2014,50(3):108-15.
[60]Xia, Baizhan; Yu, Dejie; Liu, Jian; Transformed perturbation stochastic finite element method for static response analysis of stochastic structures, FINITE ELEMENTS IN ANALYSIS AND DESIGN,2014,79:9-21.
[61]Xia, Baizhan; Yu, Dejie; An interval random perturbation method for structural-acoustic system with hybrid uncertain parameters, INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,2014,97(3):
181-206.
[62]Xia, Baizhan; Yu, Dejie; Liu, Jian; Hybrid uncertain analysis for structural-acoustic problem with random and interval parameters, JOURNAL OF SOUND AND VIBRATION,2013,332(11):2701-2720.
[63]Xia, Baizhan; Yu, Dejie; Liu, Jian; Interval and subinterval perturbation methods for a structural-acoustic system with interval parameters, JOURNAL OF FLUIDS AND STRUCTURES, 2013,38:146-163.
[64]Xia, Baizhan; Yu, Dejie; Liu, Jian; Interval and subinterval perturbation methods for a structural-acoustic system with interval parameters, JOURNAL OF FLUIDS AND STRUCTURES, 2013,38:146-163.
[65]Xia, Baizhan; Yu, Dejie; Interval analysis of acoustic field with uncertain-but-bounded parameters,COMPUTERS & STRUCTURES,2012,112:235-244.
[66]Luo, Jiesi; Yu, Dejie; Liang, Ming; Application of multi-scale chirplet path pursuit and fractional Fourier transform for gear fault detection in speed up and speed-down processes,JOURNAL OF SOUND AND VIBRATION,2012,331(22):
4971-4986.
[67]Xia, Baizhan; Yu, Dejie; Modified sub-interval perturbation finite element method for 2D acoustic field prediction with large uncertain-but-bounded parameters, JOURNAL OF SOUND AND VIBRATION,2012,331(16):3774-3790.
[68]Wu, Xueming; Yu, Dejie; ATOMIC DECOMPOSITION METHOD BASED ON ADAPTIVE CHIRPLET DICTIONARY, ADVANCES IN DATA SCIENCE AND ADAPTIVE ANALYSIS,2012,4(1-2):**.
[69]Peng, Fuqiang; Yu, Dejie; Luo, Jiesi; Sparse signal decomposition method based on multi-scale chirplet and its application to the fault diagnosis of gearboxes, MECHANICAL SYSTEMS AND SIGNAL PROCESSING,2011,25(2):549-557.
[70]Cheng, Junsheng; Yang, Yu; Yu, Dejie; The envelope order spectrum based on generalized demodulation time-frequency analysis and its application to gear fault diagnosis,MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 2010, 24(2):
[71]Cheng, Junsheng; Yang, Yu; Yu, Dejie; Application of the improved generalized demodulation time-frequency analysis method to multi-component signal decomposition, SIGNAL PROCESSING,2009,89(6):1205-1215.
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