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陈时
职称/职务: 副教授
电话: 81530750
传真:
电子信箱: chenshi@snnu.edu.cn
出生年月:
办公地点: 致知楼3411
 

教育经历

1.  1992年—1996    四川大学   理学学士

2.  1996年—1999    四川大学   理学硕士

3.  2002年—2007    西安交通大学   工学博士

讲授课程

     《热学》、《热力学. 统计物理》、《力学》、《普通物理》

 研究方向

1. 声学

2.  异质结构中的波现象

主要科研业绩

1.新型平面介质波导型共线声光布拉格反射器件原理的研究,国家自然科学基金项目,2007

2. 基于共线/非共线声光相互作用的可调谐滤波器件的关键性技术的研究,中国博士后科学基金,2009

3. 新型大功率压电陶瓷超声振动系统的研究,国家自然科学基金项目,2010

4. 振动模式转换型全方位大功率超声换能器的研究,国家自然科学基金项目,2012

5. 压电磁超晶格中的声学和光学性质,中央高校,2010

6.  关于一维层状系统中非线性超声波的研究,陕西省自然科学基金,2014

第一作者文章: 

7. Enhancement of backward second harmonic generation of acoustic waves in a resonant cavity by using a superlattice. Ultrasonics, 2017, 73:107113.

8. One-dimensional acoustic diodes based on the anisotropy of solid media and linear acoustics, Solid State Comunications, 2015

9. Functionally graded materials for impedance matching in elastic media, Physics Letters A, 2014

10. Study on the electromechanical coupling coefficient of Rayleigh-type surface acoustic waves in semi-infinite piezoelectrics/non-piezoelectrics superlattices, Ultrasonics, 2014

11.Potential wells for classical acoustic waves, SCIENCE CHINA Physics, Mechanics & Astronomy, 2014

12. The mechanism of the formation of passbands of electromagnetic waves in one-dimensional ordered or disordered structures containing single-negative metamaterials, Optik, 2011

13.The viscous effects on shear horizontal surface acoustic waves in semi-infinite superlattices, Ultrasonics, 2011

14. 一种新型的多层共振结构,中国科学: 物理学 力学 天文学,2011

15. Delocalized waves in one-dimensional disordered layered systems with oblique incidenceSolid State Communications2010

16. Shear horizontal surface acoustic waves in semi-infinite piezoelectrics/metal superlatticesUltrasonics2009

17. One-dimensional disordered layered systems with delocalized modes, Solid State Communications. 2008

18. The Bloch theorem generalized for semi-infinitely periodic systems with free surface, Acta Acustica united with Acustica, 2008

19. Propagation characteristics of acoustic waves in phononic crystal plates with locally resonant structures, Acta Acustica united with Acustica, 2008

20. A one-dimensional theory for the analysis of strip surface acoustic waveguides. Journal of Applied Mechanics, 2007

21. On the existence of localized shear horizontal acoustic waves in a piezoelectric plate with two semi-infinite same/different coatingsThe Journal of the Acoustical Society of America2007

22. The method of approximate impedance boundary conditions for the analysis of acoustic waves in a plate or substrate with piezoelectric films. Physics Letters A, 2007

23. The mechanical models of the locally resonant phenomena in one-dimensional phononic crystals. Acta Acustica united with Acustica, 2007

24. Shear-horizontal acoustic wave propagation in piezoelectric bounded plates with metal gratingsThe Journal of the Acoustical Society of America2005





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