Mohsen Asghari (Updated December 2020)

         

      Professor

   

      Mechanical Engineering Department,  

   

      Sharif University of Technology,

 

Azadi Ave., Tehran, Iran.

 

Email address: asghari@sharif.edu

 

 

 

 

 

     

 

      Education:       

 

.     Ph.D., Mechanical Engineering, Sharif University of Technology (First Rank).

.     M.S., Mechanical Engineering, Sharif University of Technology (First Rank).

.     B.S., Mechanical Engineering, Sharif University of Technology (Third Rank).

      Diploma, Mathematics&Physics, Alborz Grand High School (First Rank).

 

 

      Research interests:

.     Nonlinear Continuum Mechanics

.     Finite Deformation Plasticity

.     Nonlinear Finite Element

.     Nano-Mechanics

.     Applied Mathematics

 

 

Recent Selected Publications:

 

1- M. Javadi, M. Epstein, M. Asghari, Thermomechanics of material growth and remodeling in uniform bodies based on the micromorphic theory,
 Journal of the Mechanics and Physics of Solids, V138, 103904 (2020).

 

2- A. Momeni, M. Asghari, The second strain gradient functionally graded beam formulation, Composite Structures, V188, pp. 15-24 (2018).

 

3- M. Asghari, M. Hashemi, The couple stress-based nonlinear coupled three-dimensional vibration analysis of microspinning Rayleigh beams, Nonlinear Dynamics, V87, pp 1315-1334 (2017).

 

4- M. Asghari, J. Rafati, R. Naghdabadi, 2013, Torsional instability of carbon nano-peapods based on the nonlocal elastic shell theory, Physica E: Low-dimensional Systems and Nanostructures, V47 (N5), pp.316-323 (2013).

 

5- M. Asghari,  2012, Geometrically nonlinear micro-plate formulation based on the modified couple stress theory, International Journal of Engineering Science, V51, pp. 292-309 (2012).

 

6- M. Asghari, M.H. Kahrobaiyan, M.T. Ahmadian, 2010, A nonlinear Timoshenko beam formulation based on the modified couple stress theory, International Journal of Engineering Science, V48, pp. 1749-1761 (2010).

 

7- M. Asghari, 2010, Basis free expressions for the stress rate of isotropic elastic materials in the cases of coalescent principal stretches, International Journal of Solids and Structures, V47, pp. 611-613, (2010).