A Meshless Local Boundary Integral Equation Approach Applied to Functionally Graded Viscoelastic Solid Polymers

H Ashrafi; M Farid

Hossein Ashrafi

Assistant Professor

College: Faculty of Mechanical Engineering

Department: Mechanical Engineering - Solid Design

Degree: Ph.D

Assistant Professor Hossein Ashrafi

College: Faculty of Mechanical Engineering - Department: Mechanical Engineering - Solid Design Degree: Ph.D |

Position: Assistant Professor of Solid Mechanics and Applied Design
Institution: Faculty of Mechanical Engineering, University of Kashan, Iran
Researcher ID: P-8090-2014
Scopus Author ID: 12793997500
M.Sc. (Sept. 2005 – August 2008): Graduated from Shiraz University, with Overall GPA 17.67 out of 20.
Ph.D. (Sept. 2010 – August 2014): Graduated from K.N. Toosi University, with Overall GPA 19.43 out of 20.
Address: No. 316, 3rd Floor, Faculty of Mech. Eng., University of Kashan, Ghotbravandi Blvd., Kashan, Iran
P.O. Box: 8731751167
Telephone: (+98) 31 55913439
Fax: (+98) 31 55913444
URL: https://faculty.kashanu.ac.ir/hashrafi/en

نمایش بیشتر

A Meshless Local Boundary Integral Equation Approach Applied to Functionally Graded Viscoelastic Solid Polymers

Authors	H Ashrafi - M Farid
Conference Title	18th Annual International Conference on Mechanical Engineering
Holding Date of Conference	2010
Event Place	Sharif University of Technology, Tehran
Page number	ISME18_574
Presentation	SPEECH
Conference Level	International Conferences

Abstract

The present study introduces a new meshless method based on the local Petrov- Galerkin approach for the solution of quasistatic problems in two-dimensional functionally graded viscoelastic solid polymers.

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