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ÓÊÏä: dweifan@nwpu.edu.cn

¹¤×÷¾­Àú Work Experience

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¿ÆÑ§Ñо¿ Scientific Research

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Ö÷ÒªÑо¿·½Ïò

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2. º½Ì춯Á¦Ñ§Óë¿ØÖÆ

3. ÎïÀí²¨ÔÚ²ÄÁϺͽṹÖеĴ«²¥

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½üÄêÀ´´ú±íÐÔÂÛÎÄ

1.Bi-functional optimization of actively cooled, pressurized hollow sandwich cylinders with prismatic cores.Journal of the Mechanics and Physics of Solids£¬2007£¬55£¨12£©£º2565-2602.

2.Elastic structural response of prismatic metal sandwich tubes to internal moving pressure loading.International Journal of Solids and Structures,2009£¬46£¨11-12£©£º2354-2371.

3.On optimally designed cylinders with ultra light cell materials.International Journal of Solids and Structures£¬2007£¬44(10)£º3231-3266.

4.Design optimization of truss-cored sandwicheswith homogenization.International Journal of Solids and Structures£¬2006£¬43£¨25-26£©£º7891-7918.

5.Analytical modeling and finite element simulation of the plastic collapse of sandwich beams with pin-reinforced foam cores. International Journal of Solids and Structures, 2008, 45(18-19) :5127-5151.

6.An improved Symplectic precise integration method for analysis of the rotating rigid-flexible coupled system. Journal of Sound & Vibration, 2007, 299(1-2):229-246.

7.Numerical algorithm for highly oscillatory dynamic system based on commutator-free method. Journal of Sound & Vibration£¬2007£¬302£¨1-2£©£º39-49.

8.Optimal design of metallic sandwich tubes with prismatic cores to internal moving shock load. Struct. Multidisc. Optim., 2010£¬41£º133-150.

9.Dynamic response of prismatic metallic sandwich tubes under combined internal shock pressure and thermal load. Composite Structures,2011,94:166-176.

10.Optimal topology design of steel-concrete composite structures under stiffness and strength constraints.Computers and Structures,2012,112-113:433-444.

11.Wave characteristics of single-walled fluid-conveying carbon nanotubes subjected to multi-physical fields. Physica E, 2013, 52:97-105.

12.Chaos in an embedded single-walled carbon nanotube. Nonlinear Dynamics£¬2013, 72(1-2): 389-398.

13.Generalized Multi-symplectic Integrators for a Class of Hamiltonian Nonlinear Wave PDEs. Journal of Computational Physics£¬2013, 235:394-406.

14.Multi-symplectic Method to Simulate Soliton Resonance of (2+1)-dimensional Boussinesq Equation. Journal of Geometric Mechanics, 2013, 5(3) : 295 – 318.

15.Stress-based topology optimization of concrete structures with prestressing reinforcements.Engineering Optimization, 2013,45(11): 1349-1364.

Éç»á¼æÖ° Social Appointments

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