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师资队伍

徐妲莉(博士、讲师)

邮箱:xudl@shmtu.edu.cn

地址:上海市浦东新区海港大道1550

 

工作经历

1/20152/2016     博士后

                                以色列理工学院 土木与环境工程系

                                研究方向:海洋波浪能发电

                                导师:Michael Stiassnie教授

 

3/2016至今         讲师

                             上海海事大学 海洋科学与工程学院

                             研究方向:海洋波浪能分布及其开发利用

 

教育背景

9/200812/2014     工学博士

                 专业:船舶与海洋工程

                 学系:上海交通大学 船舶海洋与建筑工程学院

                 博士论文:同伦分析方法在稳态共振波浪研究中的应用

                 导师:廖世俊 教授

 

9/20047/2008      工学、法学双学士

                 专业:船舶与海洋工程、法学

                 学系:哈尔滨工程大学 船舶工程学院

 

荣誉奖励

2015                以色列自然科学基金博士后奖学金

2014                上海交通大学优秀博士学位论文培育基金

2014                上海交通大学船舶海洋与建筑工程学院优秀博士学位论 文培育基金

2014                上海交通大学赵朱木兰博士奖学金

2013                上海交通大学船舶海洋与建筑工程学院优秀博士学位论文培育基金

2012                英国劳氏教育基金(LRET     

 

 

主要成果材料

1.         国家级项目:

作为项目负责人主持一项国家自然科学基金项目,项目批准号:11602136

2.         专著:

Shijun Liao, Dali Xu and Zeng Liu, 2015, The lecture notes in physics: new approaches to nonlinear waves, Chapter 3, On the discovery of the steady-state resonant water waves, pp.43-82, Springer.

 

3.         论文清单

3.1  学位论文

徐妲莉, 2014 同伦分析方法在稳态共振波浪研究中的应用,博士学位论文,上海交通大学

 

3.2  期刊论文

3.2.1 稳态波浪系统中波浪能分布方面的期刊论文:

   [1] Dali Xu, Zhiliang Lin, Shijun Liao and Michael Stiassnie, 2012, On the steady-state fully resonant progressive waves in water of finite depth, Journal of Fluid Mechanics , Vol.710, pp.379-418.

   [2] Dali Xu, Jifeng Cui, Shijun Liao and A. Alsaedi, 2014, A HAM-based analytic approach for physical models with an infinite number of singularities. Numerical Algorithms , Vol.69, pp.59-74.

   [3] Dali Xu, Zhiliang Lin and Shijun Liao, 2015, Equilibrium states of class-I Bragg resonant wave system, European Journal of Mechanics - B/Fluids, Vol.50, pp.38-51.

   [4] Xiaocheng Li, Dali Xu, and Shijun Liao, 2014, Observations of highly localized oscillons with multiple crests and troughs, Physical Review E, Vol.90, pp.031001.

   [5] Zeng Liu, Dali Xu, Jun Li, Tao Peng, A. Alsaedi and Shijun Liao, 2015, On the existence of steady-state resonant waves in experiments, Journal of Fluid Mechanics, Vol.763, pp.1-23.

   [6] Shijun Liao, Dali Xu and Michael Stiassnie, 2016, On the steady-state nearly resonant waves, Journal of Fluid Mechanics, Vol.794, pp.175-199.

   [7] Shijun Liao, Dali Xu, Zeng Liu and Zhiliang Lin, 2016, Steady-state resonant water waves with time-independent wave spectrum, Science, Published as perspective.

 

3.2.2 波浪能开发利用方面的期刊论文:

   [1] Dali Xu, Raphael Stuhlmeier and Michael Stiassnie, 2016, Parameter based design of a twin- cylinder wave energy converter for real sea-states, arXiv: 1605.00428.

   [2] Dali Xu, Raphael Stuhlmeier and Michael Stiassnie, 2017, Harnessing wave power in open seas II: very large arrays of wave-energy converters for 2D sea states, Journal of Ocean Science and Marine Energy, Vol.3, Issue 2, pp.151-160, DOI: 10.1007/s40722-017-0079-5

 

3.3  会议论文

   [1] Dali Xu, Zhiliang Lin and Shijun Liao, 2011, The resonance of two nonlinear traveling waves infinite water depth, The CET conference proceedings, pp.766-768, ISBN: 978-1-61284-362-9/11.

   [2] Dali Xu, Zhiliang Lin and Shijun Liao, 2012, On the quartet resonance of gravity waves in water of finite depth, AIP Conference Proceedings, Vol.1479, pp.1838-1841 doi: 10.1063/1.4756539.SCI索引)

   [3] Dali Xu, Zhiliang Lin and Shijun Liao, 2013, Steady-state solutions of the wave-bottom resonant interaction, Proceedings of the sixth International Conference on Nonlinear Mechanics, pp.273-275.

 

4.         学术报告

   [1] The resonance of two nonlinear traveling waves in finite water depth, 2011Word Congress on Engineering and Technology, Oct.28-Nov.2, 2011, Shanghai, China.

   [2] Interaction of resonant gravity waves in water of finite depth, the 23rd International Congress of Theoretical and Applied Mechanics, Aug.19-24, 2012, Beijing, China.

   [3] On the quartet resonance of gravity waves in water of finite depth, the 10th International Conference of Numerical Analysis and Applied Mathemaitcs, Sep.19-25, 2012, Kos, Greece.

   [4] Steady-state solutions of the wave-bottom resonant interaction, the 6th International Conference on Nonlinear Mechanics, Aug.12-15, 2013, Shanghai, China.

   [5] Steady-state solutions of the resonant wave system propagating over undulated bottom, the 11th Pacific-Asia Offshore Mechanics Symposium, Oct.12-16, 2014, Shanghai, China.