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Dr.Bashir Movahedian Attar

Associate Professor of Civil Engineering

Welcome to Dr.Bashir Movahedian Attar

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Office : Room 324, Civil Engineering Department, Isfahan University of Technology (IUT) Email : b.movahedian@iut.ac.ir Phone : +98 313 3913814 Fax : +98 313 3912700 Web Site : Bashir Movahedian Research Fields : Numerical Methods

Inverse Problems

Damage Detection

Boundary Element Method

Teaching

Recent Publications

Implementation of time-weighted residual method for simulation of flexural waves in multi-span Timoshenko beams subjected to various types of external loads: from stationary loads to accelerating moving masses, Archive of Applied Mechanics Vol 92, (2022)

The solution of elastodynamic problems using modified radial integration boundary element method (MRIBEM), Engineering Analysis with Boundary Elements 144, 482-491(2022)

Numerical solution of water wave propagation problems over variable bathymetries using the modified radial integration boundary element method, Ocean Engineering 257 (2022) 111613

An efficient time-space formulation for dynamic transient analyses: application to the beam assemblies subjected to moving loads and masses, Applied Mathematical Modelling, 2021

Wave propagation in two dimensional structures: An efficient solution method in time domain using exponential basis functions,Computers & Structures, 2021

Numerical solution of scalar wave equation by the modified radial integration boundary element method, Engineering Analysis with Boundary Elements 105, 267-278 (2019)

Inverse identification of time-harmonic loads acting on thin plates using approximated Green’s functions, Inverse Problems in Science and Engineering, 2016

Non-Fourier Heat Conduction Problems and the Use of Exponential Basis Functions, Numerical Heat Transfer, Part A, 67: 357–379, 2015

The solution of initial-boundary value problems with non-local boundary conditions using exponential basis functions, Applied Mathematical Modelling, 2015

The solution of direct and inverse transient heat conduction problems with layered materials using exponential basis functions, International Journal of Thermal Sciences 77 (2014) 186-198

A Trefftz method in space and time using exponential basis functions: Application ton direct and inverse heat conduction problems

Exponential basis functions in space and time: A meshless method for 2D time dependent problems, Journal of Computational Physics 241 (2013) 526–545

Exponential basis functions in solution of static and time harmonic elastic problems in a meshless style