CURRICULUM VITÆ
Morteza Garshasbi
فارسی
Nationality:Iranian
Sex:Male
Marital Status:Mariage
Birth Date:July 23,1979
Birth Place: Karaj, Iran
Address:School of Mathematics, Iran University of Science and Technology, Tehran, Iran
Tel: (Office): +98 21 7322 5497
E-Mail:,
Date
/Instituation
/Qualification
2004-2008 / IranUniversity of Science and Technology, Tehran, Iran / PhD in Applied Mathematics (partial differential equations)2001-2003 / IranUniversity of Science and Technology, Tehran, Iran / M.Sc. in applied mathematics (mathematical modelingand partial differential equations).
1997-2001
/IranUniversity of Science and Technology, Tehran, Iran
/ B.Sc. in applied mathematicsNORS
RESEARCH
- Subject: Mathematical modeling and numerical investigation of some combustion problems.
- Titel: Mathematical methods for solving combustion problems
- Date: 2001-2003
- Researchers: A. Shidfar and M. Garshasbi
- Organization: Department of Mathematics, IranUniversity of Science and Technology
- Client: Indastrials and Mines Ministry of Iran
- Subject: Application of numerical methods to investigation of combustion in an internal combustion engine
- Titel: Estimation of Air/Feul ratio in an internal combustion engine
- Date: 2003-2004
- Researchers: A. Shidfar and M. Garshasbi
- Organization: Department of Mathematics, IranUniversity of Science and Technology
- Client: Iran Khodro Company
- Subject: Mathematical modeling and extention of some numerical methods for investigation of pressure in an internal combustion engine
- Titel: Investigation of cylinder pressure in an internal combustion engine and improve it
- Date: 2004-2005
- Researchers: M. Garshasbi, R. Pourgholi
- Organization: Department of Applied Mathematics,Faculty of Mathematics, Islamic azad University, Karaj Unit
- Client: Islamic azadUniversity, Karaj Unit
- Subject: Mathematical modeling and extention of some numerical methods for investigation of see waves in Persion Golf
- Titel: Mathematical modeling of see waves
- Date: 2003-2007
- Researchers: A. Shidfar , M. Garshasbi
- Organization: Department of Mathematics, IranUniversity of Science and Technology
- Client:Center of Marine Researches
- Subject:Determination of sub-surface objects
- Titel: Extension of regularization methods to solve inverse problem regards to Helmholtz equation
- Date: 2007-2009
- Researchers:M. Garshasbi, M. Bakhoda
- Organization: Engineeringrecearch center, Ministry of Agreculture, Control Group, and Iranian Elit Institute.
- Client:Ministry of Agreculture
- Subject: Extension of Variational and Decomposition methods
- Titel: Variational and Decomposition methods for solving initial and boundary value problems
- Date: 2009-2010
- Researchers:M. Garshasbi
- Organization: School of mathematics and computer sciences, Damghan University, Damghan, Iran
- Client:Damghan University.
- Subject: Mathematical modeling and numerical investigation of some phenomenon in medicine science
- Titel: Some applications of diffusion equation in medicine
- Date: 2010-2011
- Researchers:M. Garshasbi
- Organization: School of mathematics and computer sciences, Damghan University, Damghan, Iran
- Client:Damghan University.
TEACHING EXPERIENCES
IranUniversity of Science and Technology:
- General mathematics (1) [8 credits]/ B.ScCourse
- General mathematics (2) [2 credits]/ B.ScCourse
- Ordinary Differential Equations [12 credits]/ B.ScCourse
- Numerical Computations [8 credits]/ B.ScCourse
- Numerical Analysis (I&II) [3credits]/ B.ScCourse
- Partial Differential Equations [1credits]/ B.ScCourse
- Engineering mathematics[8 credits]/ B.ScCourse
Damghan University:
• General mathematics (1) [4 credits]/ B.Sc Course
• General mathematics (2) [3 credits]/ B.Sc Course
• Ordinary differential equations [4 credits]/ B.Sc Course
• Numerical analysis (I&II) [5credits]/ B.Sc Course
• Statistics and probability(I,II) [2credits]/ B.Sc Course
• Research aproaches [2 credits]/ B.Sc Course
• Advance Numerical analysis [5credits]/ M.Sc Course
• Numerical solution of ordinary differential equations [5credits]/ M.Sc Course
• Advance mathematical softwares [3credits]/ M.Sc Course
• Partial differential equations [1credits]/ M.Sc Course
- Engineering mathematics[8 credits]/ B.ScCourse
Supervisor of 11 graduated and undergraduate MSc student in Applied mathematics.
Subject: Extension of Variation
- Member of Iranian Mathematics Society
- Member of Inverse Problem Group
- Member of Iranian NationalElit Institute
- The first class student in BC, MSc and PhD at Iran University of Science and Technology.
- Selected PhD student at Iran University of Science and Technologyin 2008.
- Selected member ofIranian National Elite Institute.
- Selected researcher in Damghan university,2010.
THESES(MSc THSIS)
Investigation of Cylinder Pressure and Heat Transfere in an Internal Combustion Engine
THESES(PhD THSIS)
Regularization and Decomposition Methods and Their Application to solve Partial Differential Equations of Parabolic Type
BOOKS
- A. Shidfar, M. Garshasbi, J. Damirchi, Probability and Statistics for Engineers, Dalfak, Tehran, 2009.
- M. Garshasbi, General Calculus 1, Bahar Alvand, Hamedan, 2010.
- M. Garshasbi, P. Reihani, Applied Mathematics, IUST Press, Tehran, 2011.
- M. Garshasbi, H. Tabasi, Ordinary Dofferential Equations, Damghan University Press, 2011 (to appear).
SEMINARS
- M. Garshasbi and A. Shidfar, Investigation of heat flux in an internal combustion engine as an IHCP, 7th Seminar on Differential Equation and Dynamical Systems (deds7), Tabriz, Iran, 9-11 November 2005, Tabriz University.
CONFERENCES (TALKS)
- M. Garshasbi and A. Shidfar, A new differential modelling of cylinder pressure in an IC engine, 35-th Annual Iranian Mathematics, Iran,Ahvaz, 2005, Shahid Chamran University, Ahvaz, Iran.
- M. Garshasbi and A. Shidfar, Estimation of an parameter in an inverse problem, 37-th Annual Iranian Mathematics, Iran, Tabriz, 2-6 September2006, Azarbaijan Tarbiat Moallem University.
- M. Garshasbi. An extension of variational iteration method to solve a class of nonlinear diffusion equations, The 23rd International Conference of Jangjeon Mathematical Society, ShahidChamranUniversity, February 8-10, 2010 Ahvaz, Iran.
- M. Garshasbi, Parameter estimation in an inverse heat transfere problem, 5th International Confrerence "Inverse problems:Modeling and Simulation", May 24-29, 2010, Antalya, Turkey.
- M. Garshasbi, M. Koohi, Mathematical Study of Magnetic Resonance Imaging Process in Blood Vessels,41th Iranian Annual Mathematics Conference, 12-15 September 2010, Urumia, Iran.
- M. Garshasbi, M. Komeili, Numerical Investigation of Brain Tumor by FEM, ,41th Iranian Annual Mathematics Conference, 12-15 September 2010, Urumia, Iran.
- M. Garshasbi, H. Kamal Gharibi, Numerical investigation of a Stefan problem arises from the release of drug from drug-delivery device ,41th Iranian Annual Mathematics Conference, 12-15 September 2010, Urumia, Iran.
- M. Garshasbi, H.Kamal Gharibi, Investigation of the release of drug from a drug-delivery device, International Conference on Mathematical and Computational Biology,April 12-14, 2011, malaka, Malaysia.
- M. Garshasbi , H. Dastour , A Regularization Method to Solve a Cauchy Parabolic Problem , 9th Seminar on Differential Equations and Dynamical Systems, Tabriz, Iran ,1, 1, 73-76, July, 2012.
- M. Garshasbi , F. Hassani , Boundary Integral Equation Method for an Inverse Boundary Value Problem Assuciated with the Two Dimensional Heat Equation, 9th Seminar on Differential Equations and Dynamical Systems, Tabriz, Iran , 1, 1, 97-100, July, 2012.
- M. Garshasbi , S. S. Kazemi , Numerical Solution of a heat transfer problem Based on the De-Sinc method, 9th Seminar on Differential Equations and Dynamical Systems, Tabriz, Iran , 1, 1, 227-131, July, 2012.
- M. Garshasbi, M. Khakzad, Numerical Investigation of Diffusion of Drug in Controled Release System of Drug, 44th Iranian Anual Mathematics Conference, August 2013, Mashhad, Iran.
SELECTED JOURNAL PAPERS
- A. Shidfar and M. Garshasbi, Numerical study of in cylinder pressure in an internal combustion engine, Appl. Math. Comput., 165 (2005) 163-170.
- A. Shidfar, M. Djalalvand and M. Garshasbi, A numerical scheme for solving special class of nonlinear diffusion-convection equation, Appl. Math. Comput. 167 (2005) 1080-1089.
- A. Shidfar, A. Shahrezaee, and M. Garshasbi, A method for solving an inverse biharmonic problem, J. Math. Anal. Appl., 302 (2005) 457_462.
- M. Fakhraee, A. Shidfar and M. Garshasbi, A Computational Procedure for Estimation of an Unknown Coefficient in an Inverse Boundary Value Problem, Appl. Math. Comput. 187( 2007) 1120-1125.
- A. Shidfar and M. Garshasbi, Mathematical Modeling and Numerical Investigation of Heat Flux at the External Surface of Cylinder of an Internal Combustion Engine, Int. J. Eng. Sci. 18,( 2007), 31-34.
- R. Nikpey, M. Garshasbi and J. Damirchi, Existence, Uniqueness of Solution for Diffusion Problem in Oil and Gas Reservoirs, Int. J. Contemp. Math. Sciences, 3 (2008), 1379 – 1383.
- K. Nouria, M.Garshasbia, J. Damirchi, Application of Adomian Decomposition Method to Solve
a Class of Diffusion Problem Arises During MRI, Mathematical Sciences, 2 (2008), 207-218.
- M. Garshasbi, A. Shidfarand P. Reihani,A modification of variational iteration method for solving a class of nonlinear initial-boundary value problems,J. Advanced Research in Applied Mathematics, 1( 2009), 35-44.
- A. Shidfar, and M. Garshasbi, An alghorithm based on Adomian decomposition method for solving an special class on evolution equations, J.Non. Sci. Num. Simul. 14 (2009) 1146-1151.
- A. Shidfar , M. Alinejadmofrad , M. Garshasbi, A numerical procedure for estimation of the melt depth in laser material processing Optics & Laser Technology, 41 (2009), 280-284.
- A.Shidfar , Z.Darooghehgimofrad , M.Garshasbi, Note on Using Radial Basis Functions and
Tikhonov Regularization Method to Solve an Inverse Heat Conduction Problem, Engineering Analysis withBoundary Elements, 33 (2009), 1236-1238.
- M. Garshasbi, M. Bakhoday Paskyabi, A. Hashemi Hosseini, A. Ketabi, Development of some numericaltechniques to estimate the pressure sensor's fault in an internal combustion engine, J. Advanced Research inSci. Comput.. 2 ( 2010) 14-21.
- M. Garshasbi1, J. Damirchi, P.Reihani, Parameter estimation in an inverse initial-boundary, value problem of heat equation, J. Advanced Research in Differential Equations, 2, (2010). 49-60.
- M. Garshasbi, H. Kadkhodaie Khalafi, A Modified Series Solution of a Class of Nonlinear Helmholtz Type Equations, Word Appl. Sci. J. 11 (2010), 1307-1311.
- M. Garshasbi , F. Momeni , Numerical Solution of Hirota-Satsuma Coupled MKdV Equation with Quantic B-Spline Collocation Method, J. Comput. Sci. & Comput. Math. 3, (2011), 13-18.
- B. Jazbi , M. Djalalvand , M. Garshasbi , A Numerical Algorithm Based on Adomian Decomposition and Product Integration Methods to Solve a Class of Nonlinear Weakly Singular Integral Equations, Int. J.Non. Sci., 3, (2011) 353-357.
- M. Garshasbi , H. Kamal Gharibi, Numerical Investigation of thr Release of Drug from a Drug Delivery Device, Int..J. Mod. Phy. 9, (2012) 119–126.
- M. Garshasbi, P. Reihani, H. Dastur, A Stable Numerical Solution of a Class of Semi-Linear Cauchy Problems,J. Adv. Res.Dyn. Cont. Sys. 4, (2012) 56 – 67.
- M. Garshasbi, P. Reihanim, A Numerical Treatment of the Release of Drug in Nonswelling Transdermal Drug-Delivery Devicesm, Africa Mathematica, (accepted).
- M. Garshasbi, F. Janbaz, Neural Network Solution of Biharmunic Equation, J. Adv. Res. Sci. Comput., J. Adv. Res. Sci. Comp. 1,( 5) (2013), 1-14.
- M. Koohi, M. Garshasbi, A numerical treatment of magnetic resonance imaging process in blood vessels, J. Adv. Res. Sci. Comput.. 5, ( 2013), 44-57.
- M. Garshasbi, H. Dastour, M, Jalalvand, A stable numerical solution for an inverse moving boundary value problem, H. Adv. Math. Exten., 2 (2013) 47-60 (ISC).
- M. Garshasbi, H. Kamal Gharibi, P. Reihanim, A Numerical Treatment of the Release of Drug in Nonswelling Transdermal Drug-Delivery Devices, Afr. Math. (2013),DOI:10.1007/s13370-013166-2,
Numerical Solution of Inverse Heat Conduction Problems
Numerical solution of Integral Equations
Regularization and Variational methods and their application in
- Partial Differential equations
- System of Linear Algebraic Equations
- Integral Equations
Mathematical Modelling