CURRICULUM VITAE
SHIRKO FAROUGHI
Associate Professor of Mechanical Engineering
Urmia University of Technology
Band road, Urmia, Iran, Tel: +۹۸ ۴۴۱ ۳۹۸۰۲۷۵
sh.farughiuut.ac.ir
sh.faroghi۱۳۹۲gmail.com
EDUCATION
Ph.D. Mechanical Engineering. ۲۰۱۰.
Iran University Science and Technology
Thesis: Obtaining superconvergent mass matrix and new shape functions using inverse method
Advisor: Prof. Hamid Ahmadian
M. Eng. Mechanical Engineering, ۲۰۰۵
Iran University Science and Technology
Thesis: Analyses of flutter phenomenon in wing
Advisor: Prof. Hamid Ahmadian
B.S.M.E. Mechanical Engineering, ۲۰۰۳
University of Tabriz
Thesis: Stress and strain analyses in shaft design in personal automobile using ANSYS
Advisor: Prof. Mohamad Zehsaz
PROFESSIONAL EXPERIENCE
Associate Professor, Mechanical Engineering, Urmia University of Technology ۲۰۱۶-present
Assistant Professor, Mechanical Engineering, Urmia University of Technology ۲۰۱۰-۲۰۱۵
Visiting Graduate Researcher, Mechanical Engineering, KTH University , Sweden ۲۰۰۸-۲۰۰۹
Graduate Teaching/Research Assistant, Iran University Science and Technology ۲۰۰۶-۲۰۰۸
TEACHING ACTIVITIES
۱. Advanced Vibration, Urmia University of Technology, ۲۰۱۳- Present
۲. Finite element method, Urmia University of Technology, ۲۰۱۳-Present
۳. Modal analysis, Urmia University of Technology, ۲۰۱۴-Present
۴. Dynamic, Urmia University of Technology, ۲۰۱۰-Present
۵. Dynamic Machine, Urmia University of Technology, ۲۰۱۰-Present
۶. Vibration, Urmia University of Technology, ۲۰۱۰-Present
۷. Dynamic, University Science and Technology, ۲۰۰۷-۲۰۰۸
۸. Numerical Calculation, Iran University Science and Technology, ۲۰۰۷-۲۰۰۸
۹. Dynamic and Vibration Lab, Iran University Science and Technology, ۲۰۰۶-۲۰۰۷
E. Shafeai , S. Faroughi, T. Rabczuk, (۲۰۲۰), Nonlinear transient vibration of viscoelastic plates: a NURBS-based isogeometric HSDT approach, Computers and Mathematics with Applications, ۱-۱۵.
M. Shaat, U. Javed, and S. Faroughi, (۲۰۲۰), Wettability and confinement size effects on stability of water conveying nanotubes, Scientific Reports, Nature journal, ۱-۱۱.
S. Faroughi, M, S Mean, A. Abdelkefi, (۲۰۲۰), Nonlocal Timoshenko representation and analysis of multi-layered functionally graded nanobeams, , Microsystem Technologies, ۱-۲۳.
K. Hassanzadeh, S. Faroughi, (۲۰۲۰), Longitudinal vibrations of functionally graded material Nano-rod based on nonlocal strain gradient theory, journal of Mechanical Engineering Tabriz university, (in Persian), ۱-۱۴.
E. Shafei, S. Faroughi, A. Reali (۲۰۲۰), Geometrically nonlinear vibration of anisotropic composite beams using isogeometric third-order shear deformation theory, Composite structure, ۱-۱۴.
A. Rahmani, S. Faroughi, H.H.Khodaparast, C. Haunagian, (۲۰۲۰), Improved Mathematical Model for Hyper Redundant Hybrid Mechanism Based on Lagrange Method, International Journal of Control, ۱-۳۴.
E. F. Rojas, S. Faroughi, A. Abdelkefi, Y. H. Park, (۲۰۲۰), Surface integrity and size dependent modeling and performance of non-uniform flexoelectric energy harvesters, Microsystem Technologies, ۱-۲۳.
A. Rahmani, S. Faroughi, M. Friswell (۲۰۲۰), The Vibration of Two-Dimensional Imperfect Functionally Graded (۲D-FG) Porous Rotating Nanobeams based on General Nonlocal Theory, Mechanical Systems and Signal Processing, ۱-۲۲.
M. Shaat, S. Emam, S. Faroughi, U. Javed, (۲۰۲۰), On postbuckling mode distortion and inversion of nanostructures due to surface roughness, International Journal of Solids and Structures, ۱-۱۷.
E. Shafeai , S. Faroughi, T. Rabczuk, (۲۰۲۰), Multi-patch NURBS formulation for anisotropic variable angle tow composite plates, Composite Structure, ۱-۱۴.
S. Faroughi, A. Rahmani, M. Friswell (۲۰۱۹), On wave propagation in two-dimensional functionally graded porous rotating nano-beams using a general nonlocal higher-order beam model, Applied Mathematical Modelling, ۱-۱۹.
S. Faroughi, E. Shafea, T. Rabczuk, (۲۰۱۹), Anisotropic solid-like shells modeled with NURBS-based isogeometric approach: vibration, buckling and dynamic stability, Computer Methods in Applied Mechanics and Engineering, ۱-۲۳.
A. Rahmani, S. Faroughi, (۲۰۱۹), Application of a Novel Elimination Algorithm with Developed Continuation Method for Nonlinear Forward Kinematics Solution of Modular Hybrid Manipulators, Robotica,۲۰-۳۴.
A. Rahmani, A. Babaei, S. Faroughi, (۲۰۱۹), Vibration characteristics of functionally graded micro-beam carrying an attached mass, Mechanics of Advanced Composite Structures, ۱-۱۵.
L. Abbasiniyan, S. H. Hoseini, S. Faroughi, (۲۰۱۹), Fracture analysis of pre-cracked and notched thin plates using peridynamic theory, Journal of Computational and Applied Research in Mechanical Engineering, ۱-۱۲.
M. Abdollahzadeh, S. H. Hoseini, S. Faroughi, (۲۰۱۹), Modeling of superelastic behavior of porous shape memory alloys, International Journal Mechanical Material Design, ۱-۱۵.
A. F. Saydian, S. Faroughi, (۲۰۱۹), Size-dependent nonlinear dynamics of a non-uniform piezoelectric microbeam based on the strain gradient theory, Mechanics of Advanced Composite Structures, ۳۵-۵۲.
E. Shafea, S. Faroughi, T. Rabczuk, (۲۰۱۹), Isogeometric HSDT approach for dynamic stability analysis of general anisotropic composite plates, Composite Structures ۲۲۰, ۹۲۶–۹۳۹.
S. Faroughi, E. F. Rojas, A. Abdelkefi, Y. H. Park, (۲۰۱۹), Reduced-order modeling and usefulness of non-uniform beams for flexoelectric energy harvesting applications, Acta Mechanica, ۱-۲۵.
E. F. Rojas, S. Faroughi, A. Abdelkefi, Y. H. Park, (۲۰۱۹), Nonlinear size dependent modeling and performance analysis of flexoelectric energy harvesters, Microsystem Technologies, ۱-۲۳.
S. Faroughi, E. Shafeai, A. Erkisson (۲۰۱۹), NURBS-based modeling of laminated composite beams with isogeometric displacement-only theory, Composites Part B, ۳۴۵-۳۷۸.
M. Heidari, S. H. Hoseini ,S.Faroughi, (۲۰۱۹), Homogenization of porous Shape Memory Alloys using Monte Carlo technique, Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۸, PP:۳۷۲-۳۸۲.
M. Shaat, S. Faroughi (۲۰۱۸), Influence of long-range interatomic and interlayer interactions on dispersion of acoustic waves by multilayer graphene, Physica E: Low-dimensional Systems and Nanostructures, ۷۴-۸۲.
Faroughi, S, M. Shaat (۲۰۱۸), Poisson۳۹;s ratio effects on the mechanics of auxetic nanobeams, European Journal of Mechanics / A Solids, ۲۳۵-۲۴۷.
M. Shaat, Faroughi, S, (۲۰۱۸), Influence of surface integrity on vibration characteristics of microbeams, European Journal of Mechanics / A Solids, ۳۶۵-۳۷۷.
Faroughi, Sh. (۲۰۱۷), E. Shafeai, D. Schlinger: Isogeometric stress, vibration and stability analysis of in-plane laminated composite structures, International Journal of Structural Stability and Dynamics, Vol. ۱۸. PP:۱-۲۵.
S. Faroughi , S.M.H. Goushegir, H. Haddad Khodaparast, M.I. Friswell, . (۲۰۱۷), Nonlocal elasticity in plates using novel trial functions, International Journal of Mechanical Sciences ۱۳۰, ۲۲۱–۲۳۳.
Raheli, A., Azizi, S., Faroughi, Sh. (۲۰۱۷): Dynamic analysis of a micro beam based on sub-harmonic parametric excitation, Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۷, PP:۳۷۲-۳۸۲.
Goushegir, S.M.H., Faroughi, Sh., (۲۰۱۷): Analysis of axial vibration of nanorods with two phase integro-differential nonlocal elasticity based on Iso-geometric approach, Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۷, PP:۸۶-۹۴.
Goushegir, S.M.H., Faroughi, Sh., (۲۰۱۷): Free vibration and wave propagation of thick plates using the generalized nonlocal strain gradient theory., Theoretical and Applied Vibration & Acoutic. Vol. ۳, PP: ۱۶۵-۱۹۸.
Faroughi, Sh., Khodaparast, H., Friswell, M. Hosseini, S. H. (۲۰۱۶): An SMA rod element based on the co-rotational formulation for nonlinear static analysis of tensegrity structures. Journal of Intelligent Material Systems and Structures, doi:۱۰.۱۱۷۷/۱۰۴۵۳۸۹X۱۶۶۴۲۵۳۲.
Faroughi, Sh., Goushegir, S.M.H. (۲۰۱۶): Analysis of axial vibration of non-uniform nanorods using bounadary characteristic orthogonal polynomials. Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۶, PP:۲۰۳-۲۱۲.
Faroughi, Sh., Bamdad, M., Hossaini, S. H. (۲۰۱۵): Analysis of tensegrity structure subjected to dynamic loading using state space. Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۵, PP:۲۶۱-۲۶۸.
Faroughi, Sh. (۲۰۱۵): Adaptive tunable vibration absorber using shape memory alloy. Mechanics of Advanced Composite Structures. Vol. ۲, PP: ۵۵-۶۰.
Faroughi, Sh., Goushegir, S. M. H. (۲۰۱۵): Free in-plane vibration of heterogeneous nanoplates using Ritz Method., Theoretical and Applied Vibration & Acoutic. Vol. ۲, PP: ۱-۲۰.
Faroughi, Sh., Lee, J. (۲۰۱۵): Analysis of tensegrity structures subject to dynamic loading using a Newmark approach., Journal of Building and Engineering. Vol. ۲., PP: ۱-۸.
Faroughi, Sh. Eriksson, A. (۲۰۱۵): Co-rotational formulation for dynamic analysis of space membrane based on triangular elements. International Journal Mechanics Materials and Design, DOI ۱۰.۱۰۰۷/s۱۰۹۹۹-۰۱۵-۹۳۲۶-x.
Faroughi, Sh., Ahmadian,H. (۲۰۱۵): An inverse approach in obtaining shape functions for superconvergent thin plate element. Inverse Problem in Since and Engineering, Vol. ۲۴, PP: ۷۴۴-۷۶۲.
Faroughi, Sh. .Khodaparst, H., Friswell, M. (۲۰۱۵): Nonlinear Dynamic Analysis of Tensegrity Structures using a Co-rotational Method. International Journal of Non-Linear Mechanics. Vol. ۶۹, PP: ۵۵-۶۵.
Faroughi, Sh., Bamdad, M. (۲۰۱۵): Using co-rotational approach for analysing nonlinear dynamic tensegrity structures. Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۴, PP:۲۴۵-۲۵۰.
Faroughi, Sh. (۲۰۱۵): Dynamic nonlinear co-rotational formulation for two-dimensional continua”, Latin American Journal of Solids and Structure. Vol. ۱۲, PP:۴۴۷-۴۹۱
Faroughi, Sh. Kamran, M. A., Lee, J. (۲۰۱۴):A gentic algorithm approach for ۲-D tensegrity form finding. Advances in Structural Engineering. Vol. ۱۷, PP:۱۶۶۹-۱۶۷۹.
Faroughi, Sh., Lee, J. (۲۰۱۴): Geometrical nonlinear analysis of tensegrity based on a co-rotational method. Advances in Structural Engineering. Vol. ۱۷, PP: ۴۱-۵۱.
Ghafori, A., Faroughi, Sh. Bamdad, M. (۲۰۱۴): Geometrical nonlinear analysis and effect of pre-stress on tensegrity structure using co-rotational method. Journal of mechanic engineering of Tarbit Moders. (in Presian). Vol. ۱۴, PP:۱۵۰-۱۵۶.
Faroughi, Sh., Lee, J. (۲۰۱۴): Design of tensegrity structures by minimizing static compliance. Latin American Journal of Solids and Structure. Vol.۱۱, PP:۶۳۱-۶۴۸.
Bamdad,M., Faroughi, Sh. (۲۰۱۳): Stability measure for a parallel cable driven robot. Journal of Mechanic Engineering of Tarbit Moders. (in Presian). Vol. ۱۳, PP:۲۵-۳۴.
Faroughi, Sh. (۲۰۱۳): Development a new formulation for a beam element with only displacement DOF using an inverse method. Inverse Problem in Science and Engineeing. Vol. ۲۲, PP: ۳۸۳-۳۹۴.
Faroughi, Sh., Mirats Tur, J. M., (۲۰۱۳): Vibration properties in design tensegrity structures. Journal of Vibration and Control. Vol.۲۱, PP: ۶۱۱-۶۲۴.
Eriksson, A.,Faroughi, Sh. (۲۰۱۳): Quasi static inflation simulations based on a co-rotational triangular space membrane element. International Journal of Structural Stability and Dynamics. Vol. ۱۳, PP:۱-۲۶.
Faroughi, Sh., Malkzadeh, K, Mirzaee, I. (۲۰۱۳):Finite element supersonic flutter analysis of low aspect ratio stiffened wing. Journal of Vibration and Control. Vol. ۱۹, PP:۲۱۸۷-۲۱۹۸.
Faroughi, Sh., Ahmadian, H. (۲۰۱۱): Shape functions associated with superconvergent mass matrix. Inverse Problem in Science and Engineeing. Vol. ۱۹, PP:۱۰۸۷-۱۰۹۵.
Ahmadian, H., Faroughi, Sh. (۲۰۱۱): Shape functions of super convergent finite element models. Thin Walled Structure. Vol. ۴۹, PP:۱۱۸۷-۱۱۸۳.
Faroughi, Sh., Ahmadian, H. (۲۰۱۱): Development of super-convergent plane stress element formulation using an inverse approach. Finite Element Analysis and Design.Vol. ۴۷, PP:۷۹۶-۸۰۳.
Faroughi, Sh., Ahmadian, H. (۲۰۱۱): Shape functions associated with the inverse element formulation. Journal Mechanic Engineering Science.Vol. ۲۲۵, PP:۳۰۴-۳۱۱.
Ahmadian, H., Faroughi, Sh. (۲۰۱۰): Super-convergent eigenvalue bending Plate” Inverse Problem in Science and Engineeing. Vol. ۱۸, PP:۱۰۶۵-۱۰۸۲.