部分学术论文 共43篇
[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):1850006.
[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 B 2017,95(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 VIBRATION 2017,387: 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) : 04016071.
[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, MEASUREMENT 2016,91: 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: 3497468
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[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.
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