戴维
个人信息
Personal information
讲师（高校）
所在单位：船舶与海洋工程学院
学历：研究生(博士)毕业
学位：哲学博士学位
学科：轮机工程曾获荣誉：
2022 武汉英才
2023 中国科协青年托举人才
- [1] 戴维,Performance enhancement of floating raft system by exploiting geometric nonlinearitand motion constraint in vibration isolators.Ocean Engineering,
- [2] [18]张帅,李天匀,朱翔,戴维.水下近水面锥柱组合壳声固耦合效应的半解析求解方法[J].声学学报,47(04):481-494.ISSN:0371-0025（2022）.
- [3] [17] Dai W., Yang J.: Vibration analysis of a rotordynamic system with nonlinear bearing supports. The 26th International Congress on Sound and Vibration, Montreal, Canada.ISBN:978-1-5108-9269-9 (2019).
- [4] [16] Dai W., Yang J.: Rotordynamic analysis of a permanent magnet synchronous motor considering nonlinear unbalanced magnetic pull. The 22nd International Conference on Electrical Machines and Systems,1-6.ISSN:2642-5513 (2019).
- [5] [15] Dai W., Yang J.: Vibration force transmissibility of a rotor-stator system with potential rub-impact. Vibration Engineering for a Sustainable Future,Springer,Cham.ISBN:978-3-030-46465-3 (2019).
- [6] [14] Dai W., Yang J.: Vibration analysis of a multi-DOF impact oscillator with multiple linear constraints. Advances in Nonlinear Dynamics, NODYCON Conference Proceedings Series, Springer, Cham.ISSN:2730-7689 (2021).
- [7] [13] Chen, Z., Li, Z., Wu, J., Deng, C., Dai, W., 2022. Deep residual shrinkage relation network for anomaly detection of rotating machines. Journal of Manufacturing Systems 65, 579-590.ISSN：0278-6125 (2022，SCI Q1).
- [8] [12] Chao, C., Shi, B., Dai, W. et al. Performance Analysis of Frictional Inerter-Based Vibration Isolator. Journal of Vibration Engineering & Technologies 11, 2793–2817. ISSN: 2321-3558 (2023，SCI Q3，影响因子：2.7).
- [9] [11] Wan, Z., Zhu, X., Li, T., Guo, W., Dai, W., 2023. Vibration Analysis of a Plate Embedded or Attached with Acoustic Black Hole Using a Virtual Spring Energy Method. International Journal of Structural Stability and Dynamics 24 (09), 2450101. ISSN: 0219-4554 (2023，SCI Q3，影响因子：3.6)..
- [10] [10] Shi, B., Dai, W., Yang, J.: Performance enhancement of vehicle suspension system with geometrically nonlinear inerters. Archive of Applied Mechanics, 94: 39–55. ISSN: 0939-1533 (2024，SCI Q3，影响因子：2.8).