امروز : شنبه سی و یکم فروردین 1398
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مهدی سلیمانی
دوشنبه نوزدهم آذر 1397 ساعت 1:0 ب ظ - توسط : مهدی سلیمانی


 CURRICULUM VITAE

"2018-12-3"

  • Contents:

 –        Personal data

–        Educational background (Degree Date, Institution)

–        Operating systems

–        Programming languages and softwares

–        Computational routine literary (in c++) that I am familiar with

–        Research Interests

–        Computational Methods (My background)

–        Publications

–        Talks

–        Teaching Activities

–        Fellowships, Awards and Honors

–        General Interests

–        References 

  • Personal data:                                   

–        Surname: Solaimani

–        Name: Mehdi

–        Birth date: April-21-1982 

–         Sex: Male

–        Marital status: married   

–        Full address of the present institution:

Department of Physics, Faculty of Science, Qom University of Technology, Qom, Iran

      Fax: +98-025-36641604

 –         Email: soleimani@qut.ac.ir

  • Educational background (Degree Date, Institution):

 

–      Bachelor of Science: Solid state physics, June 2004, KNT University of Technology, Tehran, Iran, P.O.BOX 16315-1618, Fax: +98-021-22853650

–      Master of Science: Solid state physics, February 2007, KNT University of Technology, Tehran, Iran, P.O.BOX 16315-1618, Fax: +98-021-22853650

      Field of study: Spectral Function of the Nanowire TTF-TCNQ(in the Hubbard Model).

    Supervisor: Dr. Edris Faizabadi (Iran University of science andTechnology, Tehran, Iran)

   Co-Advisor: Dr. Majid Vaeez Zadeh (KNT University ofTechnology, Tehran, Iran)                 

–        Doctor of Philosophy: Solid state physics, March 2013, Shahrood University, Fax: +98-0273-3325270

      Field of study: Theoretical investigation of Electronic, magneticand opticalproperties of semiconductor nanostructures.

      Supervisors:

                       Dr. Morteza IzadiFard (Shahrood university of Technology, Shahrood, Iran)

                        Prof. Hadi Arabshahi (Ferdowsi University of Mashhad, Mashahd, Iran)

     Co-Advisor: Prof. Mohammad Reza Sarkardei (Al ZahraUniversity, Tehran, Iran)

  • Operating systems

–        Microsoft windows

–        Linux (somewhat)

  • Programming languages and Softwares:         

–        C ++ programming language

–        Matlab

–        FORTRAN programming language

–        Maple

  • Computational routine literary (in c++) that I am familiar with:         

–        "A Numerical Library in C for Scientists and Engineers" by H.T. Lau

–        "Numerical Analysis Algorithms in C" by Richard L. Burden

–        "Numerical Methods, C Programs" by John H. Mathews

–        "Numerical methods for physicists" by Anthony O’Hare

–        "C Tools for Scientists and Engineers" by Louis Baker

–        "Numerical recipe in c" by William H. Press et al.

–        "Jean-Pierre Moreau" computational package

–        "Numerical analysis programs in c" 

–        LAPACK (in C++ in Windows Operating systems): I need to learn about

  • Research Interests:

–        Numerical methods (They are sorted by amount of interest and degree of my knowledge about them):

–        Finite difference method

–        Self consistent solution of the Schrödinger-Poisson equations

–        Transfer matrix method (for 1D Schrödinger equation and tight binding model)

–        Lanczos method

–        Density Matrix Renormalization Group

–        K.P method

–        Non-Equilibrium Green Function method

–        Variational met6hod

–        Numerical solution methods for Schrödinger equation(single and many particles and few body systems e.g. 'few electron Quantum Dots')

–        Molecular dynamics

–        Monte Carlo simulation

–        Nonlinear Schrödinger equation

–        Physics Fields: (They are sorted by amount of my interest)::

–        Computational classical and Quantum Many particle systems

–        Low dimensional Strongly correlated electron systems

–        Nano-structure systems

–        Quantum magnetism and Spintronics (e.g. spin filtering and polarization effects)

–        Optical properties of Low dimensional systems(e.g. absorption coefficient, refractive index and …)

–        Quantum Transport

 Computational Methods (My background):

–        Exact Diagonalization:

         Programming is not completed. Using a full Diagonalization, Ground state, Magnetization and staggered magnetization and some other properties of a one dimensional XXZ model calculated. Application of this method using orthogonaland non-orthogonal basis function in application to nanostructures like quantum wells and Dots is also done.

–        Lanczos method:

         By using it, ground stated and few excited states of a large symmetric matrix is obtained. Input matrix can be a dense or sparse symmetric matrix. The next goal is to find dynamical correlation functions like photoemission spectral function, optical conductivity or dynamical spin structure factor of low dimensional quantum lattice models like Hubbard, Heisenberg or Ising models.

–        Density Matrix Renormalization Group Method:

      We are working on a new type of it has been called ‘Split up DMRG’ but till no it is not completed. The aim of the project is to present a rapid and accurate version ofDMRG for Hubbard type Hamiltonians, and working better for periodic boundary condition. The next goal can be calculation of the dynamical correlation functions like photoemission spectral function, optical conductivity or dynamical spin structure factor of low dimensional quantum lattice models like Hubbard, Heisenberg or Ising models.

–        Numerical Renormalization group method:

      I have calculated spectral function, optical conductivity, and dynamical spin structure factor of a single band one dimensional Hubbard model (not published).

–        Stochastic Renormalization group method:

      I developed a new type of stochastic Renormalization group method for one dimensional xxz system. We are trying to find a reliable substitute for DMRG.

–        Teansfer Matrix Method:

         Transmission, reflectivity and spin polarization of some multiple quantum well system in the presence of Dresselhaus spin-orbit interaction were computed.

–        Quantum transmitting boundary method:

         Transmission, reflectivity and spin polarization of some multiple quantum well system in the presence of Dresselhaus spin-orbit interaction were computed. Next aim is the extension of this method to non-equilibrium green function formalism.

–        non-equilibrium green function formalism:

Derivations of the method for investigation of quantum transport properties of one dimensional system are done.

–        Finite Difference method (FDM)

         It is applied to a quantum dot with a special confining potential and the energy spectrum, ground state and few excited states is obtained (1D FDM). In a 3D application to simulate an exciton confined in a finite quantum well I have tried to calculate exciton binding energy, diamagnetic shift and the geometric effect on it.  By using of this method we have also computed the absorption coefficient and refractive index changes and oscillator strength of some multiple quantum well systems.

–        Self consistent K.P method

         I have written a self consistent six band K.P program for Mn doped GaAsheterostructures (a two dimensional hole gas) in LSDA and Hartree approximations in order to investigate the magnetic properties like spin dependent carrier distributions, curie temperature and spin polarization.

–        Self consistent solution of the Schrödinger-Poisson equation

         By using this method spin polarization and electron density of a two dimensional electron gas confined within some multiple quantum well systems have been investigated.

–        Genetic Algorithm:

         Application to nanostructures (like Quantum wells) is done tocalculatewav function, eighn-energies, magnetic properties and etc. Diamagneticshift and theeffect of the Well width, Temperature, Hydrostatic pressure, energy gap, effective mass, Genetic ingredients and … on it are under investigation.

–        Monte Carlo method:

        Using classical one I have calculated the partition function, heat capacity and … for some argon particles in a cubic box.

 –        Molecular Dynamics:

         A simulation to simulate cu crystal using Morse potential is written but it is also not completed and I have basic knowledge about tight binding molecular dynamics.

  • Publications:

   Journals:

 ISI:

 1-      H. Hassanabadi, M. Solaimani and H. Rahimov, Rashba coupling in three-electron-quantum dot: A Numerical Solution, Solid State Communications 151 (2011) 1962.

2-      Majid Hamzavi, Sameer M. Ikhdair and M. Solaimani, A Semirelativistic Treatment of Spinless Particles Subject to The Yukawa Potential with Arbitrary Angular Momenta, International Journal of Modern Physics E  21 (2012) 1250016.

3-      H. Hassanabadi, B. H. Yazarloo, S. Zarrinkamar, and M. Solaimani, Approximate Analytical Versus Numerical Solutions of Schrodinger Equation Under Molecular Hua Potential, International Journal of Quantum Chemistry, 112 (2012)3706.

4-      M. Solaimani; M. Izadifard;H. Arabshahi; M. R. Sarkardei, Challenges in Application of a Monte Carlo Method to study an Exciton Confined in AlGaAs/GaAs Single Quantum Well, International Journal of Modern Physics B, 26, No. 23 (2012) 1250129.

5-      M. Solaimani; M. Izadifard;H. Arabshahi; M. R. Sarkardei, “Study of optical non-linear properties of a constant total effective length multiple quantum wells system” Journal of Luminescence 134 (2013) 699.

6-      M. Solaimani; M. Izadifard;H. Arabshahi; M. R. Sarkardei, “Effect of the magnetic field on optical properties of GaN/AlN multiple quantum wells”, Journal of Luminescence 134 (2013) 88.

7-      M. Solaimani; M. Izadifard;H. Arabshahi; M. R. Sarkardei, Magnetic Field Dependence Optical Properties of GaN/AlN Multiple Quantum Wells, Optik,  Optik  124 (2013) 3194.

8-      M. Solaimani; M. Izadifard, Physical Characteristics of an Exciton Confined in a GaAs/AlGaAs Single Quantum well structure,Optoelect. And Adv. Mater.-Rapid Communications, 8 (2014) 329.

9-      M. Solaimani, Refractive index changes in constant total effective length GaN/AlN multiple quantum well systems under external electric field, International Journal of Modern Physics B, 28 (2014) 1450204.

10-   S. Hassanababdi, M. Ghominejad, B. H. Yazarloo, M. Solaimani, and H. Hassanabadi, Approximate Solution of Scattering States of the Spinless Salpeter Equation with the Yukawa Potential, Chinese J. Phys., 25(2014)1205.

11-  M. Solaimani, Nonlinear optical properties of GaN/AlN constant total effective radius multi-wells quantum rings, Mod. Phys. Lett. B, 28, No. 27 (2014) 1450214.

12-  M. Solaimani, GaN/AlN constant total effective radius multi-wells quantum rings: Physical properties under well number variation effects, Solid State Commun. 200 (2014) 66.

13-    M. Solaimani, Nonlinear optical absorption of a two electron GaN/AlN constant total effective radius multi-shells quantum rings, Journal of Nonlinear Optical Physics & Materials, 23(2014)1450049.

14-  M. Solaimani, Leila  Lavaei, Mahboubeh  Ghalandari, Intersubband Optical Properties of a Two Electron GaN/AlN Constant Total Effective Radius Multi-Shells Quantum Rings,  Superlattices and Microstructures, 82 (2015)1.

15-  M. Solaimani, A. Latifi, Optical properties of GaN/AlN constant total effective radius multi-wells quantum rings, Opt Quant Electron, 47 (2015)1901.

16-M. Solaimani, Effect of Electric Field on Optical Properties of GaN/AlN Constant Total Effective Length Multiple Quantum Well systems, Optik, 126 (2015) 4372.

17-  M. Solaimani,Miniband Formation in GaN/AlN Constant-Total-Effective-Radius Multi-shell Quantum Dots,CHIN. PHYS. LETT. Vol. 32, No. 11 (2015) 117304

18-  M. C. Onyeaju, J. O. A. Idiodi, A. N. Ikot,M. Solaimani, H. Hassanabadi, Linear and Nonlinear Optical Properties in Spherical Quantum Dots: Generalized Hulthén Potential,Few-Body Syst 57 (2016)793.

19-  M. Solaimani, Ghalandari, Mahboubeh, Lavaei, Leila,Donor impurity effects on optical properties of GaN/AlN constant total effective radius multishell quantum dot, Journal of the Optical Society of America B 420 (2016)420.

20-  M. Solaimani,Optical absorption coefficint of GaN/AlN multi-shells quantum dots:Optical intensity and magnetic field effects, Optik 127 (2016) 3934.

21-  M. Solaimani,Magnetic field effects on linear optical properties of GaN/AlN multi-wells quantum rings and dots with constant total effective radiuses, Opt Quant Electron 48 (2016)161.

22-  Ghalandari Mahboubeh, M. Solaimani, Spatial soliton propagation through waveguides: rectangular and parabolic rectangular index profile, Opt Quant Electron 48 (2016)514.

23-  M. Solaimani, B. Babayar Razlighi, Behavior of Donor Impurity Binding Energy Confined In a GaAs Constant Total Effective Radius Multi-Shell Quantum Dots: Dielectric Mismatch Effects, Iran J Sci Technol Trans Sci 41 (2017)1075.

24-  M Solaimani, L Lavaei, SMA Aleomraninejad,Optical rectification coefficients of cylindrical quantum dots: Rashba spin-orbit interaction effects,Journal of the Optical Society of America B 34, (2017) 1989.

25-  M. Vatan, B. Farnam, M. Solaimani∗, S.M.A. Aleomraninejad, Transport properties of a traveling wave packet through rectangular quantum wells and barriers, Optik 136 (2017) 281.

26-   S.Z. Seyed Shirazi, M. Solaimani, B. Farnam, M. Ghalandari, S.M.A.Aleomraninejad, Spatial soliton propagation through a triangular waveguide:A Runge Kutta study, Optik 129 (2017) 200.

27-   M. Amini, M. Soleimani, M.H. Ehsani, Electronic and optical properties of GaAs/AlGaAs Fibonacci ordered multiple quantum well systems, Superlattices and Microstructures 112 (2017) 680.

28-   M. Solaimani, Seyed Mohammad Ali Aleomraninejad, Leila Lavaei, Optical rectification in quantum wells within different confinement and nonlinearity regimes, Superlattices and Microstructures 111 (2017) 556.

29-   M Solaimani, Guo-Hua Sun, and Shi-Hai Dong, Shannon information entropies for rectangular multiple quantum well systems with constant total lengths, Chin. Phys. B Vol. 27, No. 4 (2018) 040301.

30-   M. Solaimani_ and Leila Lavaei, Control of optical absorption nonlinearity in multi-layers quantum dots and rings, International Journal of Modern Physics B 32, (2018) 1850007.

31-   M. Solaimani, Intersubband optical properties of three electrons confined in multishell quantum dots: comparison of two semiconducting compounds, Journal of Computational Electronics 17 (2018)1135.

32-   M. Solaimani,Magnetic field effects on electronic properties of multi-wells quantum rings and dots with an on-center donor impurity,  Optoelectronics and Advanced Materials, Rapid Communications 12, (2018)595.

33-  M. Solaimani, Seyed Mohammad Ali Aleomraninejad, Leila Lavaei, Optical properties of parabolic quantum wires in the presence of electron-electron interactions: An Euler-Lagrange variational application, Optik, 172 (2018) 353.

34-   Mehdi Solaimani, Mahboubeh Ghalandari, Leila Lavaei, Competition of parabolic and periodic sinusoidal potential in the propagation of a soliton, Optik 155 (2018) 185.

35-   M. Solaimani, Electronic properties of a quantum ring perturbed with a quantum well in the presence of perpendicular magnetic flux, Optical and Quantum Electronics 50 (2018)283.

36-   M. Solaimani, Mehrzad Ghorbani, A meshless method of line radial base function study of Gaussian wave packet broadening in few semiconducting mediums: electron–electron interaction effects, Optical and Quantum Electronics 50 (2018)399.

37-   M. Solaimani, B. Farnam, M. Ghalandari,  S. Z. SeyedShirazi, Wave localization in two dimensional parabolic periodic refractive index profiles: a 4th order Runge–Kutta study, Opt Quant Electron 50 (2018)114.

38-   Alireza Mobini, M. Solaimani, A quantum rings based on multiple quantum wells for 1.2–2.8 THz detection, Physica E: Low-dimensional Systems and Nanostructures 101 (2018) 162.

39-   S M A Aleomraninejad, M Solaimani, M Mohsenyzadeh and L Lavaei, Discretized Euler–Lagrange variational study of nonlinear optical rectification coefficients, Phys. Scr. 93 (2018) 095803. 

Non-ISI:

 1-      Faizabadi, Edris; M. Soleimani, , New formalism in evaluation of the  ground and few excited states of Hubbard chain nanostructures, Proc. SPIE 6831, (2007) 68311K.

2-      M. Solaimani, M. Izadifard, H. Arabshahi, M. R. Sarkardehi and M. Salmani, Genetic algorithm based diamagnetic shift investigations of the GaAs0.7Sb0.3/GaAs and Al0.3Ga0.7As quantum wells, Journal of Engineering and Technology Research 2 (2010) 245.

3-      M. Solaimani, M. Izadifard, H. Arabshahi, M. R. Sarkardehi and M. Salmani, Some new aspect of the application of Genetic algorithm to investigate nanostructures, Journal of Engineering and Technology Research 2.(2010)245.

4-      M. Solaimani, M. Izadifard, H. Arabshahi, M. R. Sarkardehi, A new approach based on genetic algorithm in Schrödinger equation solution for nanostructure applications: the effect of some genetic and Monte Carlo operators, International Journal of the Physical Sciences Vol. 6 (2011) 5364.

5-      M. Solaimani; M. Izadifard;H. Arabshahi; M. R. Sarkardei  , “Monitoring of the genetic algorithm operators in application to the GaAs0.7Sb0.3/GaAs single quantum well nanostructure “, International Journal of Physical Sciences Vol. 7(2012) 5485.

6-    Solaimani; M. Izadifard;H. Arabshahi; M. R. Sarkardei, Two dimensional Coulomb potential of Confined Excitons in Quantum Well Structures, J. Nano- And Electronic Phys., 4  (2012)04012.

7-      Solaimani; M. Izadifard, Electronic and Optical Properties of GaN/AlN Multiple Quantum Wells under Static External Magnetic Field, J. Nano- And Electronic Phys., 5 (2013) 03023.

8-      M. Solaimani, Osscilating Binding Energy of a Donor Impurity Confined within CdS-SiO2 Constant Total Effective Radius Multi-Shells Quantum Dots, International Journal of Nanoscience,15, (2016) 1650003.

9-      M. Solaimani, Number of Repetitious States in One Dimensional Hubbard Model: a Density Matrix Renormalization Group Perspective, J. Nano- And Electronic Phys. 7  (4pp) (2015) 04101.

10-  A. Niknam, A. A. Rajabi, M. Solaimani, Solutions of D-imensional Schrodinger Equation for Woods–Saxon Potential with Spin-Orbit, Coulomb and Centrifugal Terms through a New Hybrid Numerical Fitting Nikiforov–Uvarov Method, Journal of Theoretical and Applied Physics,  10 (2016):53.

11-  M. C. Onyeaju,  J. O. A. Idiodi, A. N. Ikot, M. Solaimani, H. Hassanabadi, Linear and nonlinear optical properties in spherical quantum dots: Manning-Rosen potential, J Opt (September 2017) 46(3):254.

12-  سیدمحمدعلی آل عمرانی نژاد،مهدي سلیمانی، رهیافت حدس جهت محاسبۀانرژي حالت پایۀمعادلات شرودینگر غیر خطی درفیزیک بس ذرهاي، مجلۀپژوهش سیستم هاي بس ذرهاي،دورة8،شمارة16 ،بهار13 صفحه 71
13-  خديجه نوروزي،سيدمحمدعلي آلعمراني نژاد، مهدي سليماني،بهنازفرنام، محاسبه ترازهاي انرژي معادلات شرودينگرخطي به روش سينک، سال سوم،شماره يازدهم،پاييز۱۳96، صفحه 81

   Conferences

1-      E. Faizabadi , M. Soleimani, Evaluation of The Spectral Function For The Chain Nanostructures TTF-TCNQ , IEEE conference(2006)

2-      Faizabadi, Edris; M. Soleimani; Khayatzadeh, Mohammad Reza, ANew Efficient Method in Calculation of the Ground State of Hubbard Chain Nanostructures, Spectroscopy and materialproperties, Volume,Issue, 18-22Sept. 2006 Page(s):460 - 460(IEEEproceeding).

3-      E. Faizabadi, M. R. Khayatzadeh, M. Soleimani, Indium Impurity Effects on Optical Gap in Disorder Nanolayer InxGa (1-x) As in the Presence of Spin-Orbit Interaction, 8th, International conference of photonics, Des 13-16, 2006 (Hyderabad - India).

4-      E. Faizabadi, M. R. Khayatzadeh, M. Soleimani, Spin PolarizationInvestigation in Disordered Structure InxGa (1-x) As in The Presence of Spin-   Orbit Interaction, 11th Annual Iranian physics conference, Aug 28-31, 2006 (Shahrud-Iran)

5-       Faizabadi, Edris; M. Soleimani; Khayatzadeh, Mohammad Reza, Calculation of the Spectral Function of a OneDimensional System by means of a New Recursive Method in theHubbard Model, the SecondNanotechnology Student Conference, Sep 5-7,2007(Kashan-Iran)

6-      Faizabadi, Edris; Khayatzadeh Mahani, Mohammad Reza; M. Soleimani, Spin Filtering Effect, Dresselhaus Spin Orbit Coupling Effect on Electron Tunneling through Disordered Superlattice with Zinc-blende Structure, 12th Annual Iranian physics conference, Aug. 27-30, 2007 (Yasuj-Iran).

7-      Faizabadi, Edris; Khayatzadeh Mahani, Mohammad Reza; M. Soleimani, The Influence of the Dresselhaus Spin Orbit Coupling on Spin Polarization by Tunneling through Disorder Semiconductor Superlattice, 2nd international conference on nanostructures, March. 11-14,2008 (Kish-Iran).

8-      Izadifard, Morteza; Sarkardehi Mohammad Reza; M. Solaimani, A new hybrid method consisting of Genetic algorithm to investigate magnetic properties of nanostructures, Annual Iranian physics conference, sep. 11-14 2010 (Hamedan-Iran).

9-      Solaimani, Mehdi; Izadifard, Morteza; H. Arabshahi; Sarkardehi Mohammad Reza , Variable and Uniform mesh Finite Difference Schema for the investigation of an exciton confined in a GaAsSb/GaAs quantum well with weak type I Conduction band, 17th Annual IASBS Meeting on Condensed Matter Physics, May 26-27, 2011(Zanjan-Iran)

10-  Solaimani, Mehdi; Izadifard, Morteza; H. Arabshahi; Sarkardehi Mohammad Reza , Calculation of Confined Exciton Binding Energy in GaAsSb/GaAs Single Quantum Well by a New Modified Genetic Algorithm,Annual Iranian physics conference, sep. 7-10, 2012 (Yazd-Iran).

11-  Ariani Mohammadiye, Hassan; Ghazi, Mohammad Ebrahim; Izadifard, Morteza; Mehdi Solaimani, Study of NdMnO3 manganite by LSDA and LSDA+U approximations, Annual Iranian physics conference, sep. 7-10, 2012 (Yazd-Iran).

12-  Soleimani, Mehdi;Izadifard, Morteza, Investigation of the temperature effect on spin polarization of a two dimensional electron gas confined within Al0.3Ga0.7As multiple quantum well systems, 11th condensed matter physics conference of Iran, 2013 (shahrood-Iran).

13-   Doustmohammadi, Mahsa; Masoudi, Amir ali; Solaimani, Mehdi, A reaction diffusion model for the growth of tumor, 11th condensed matter physics conference of Iran, 2013 (shahrood-Iran).

14-  B. Babayar-Razlighi,M.solaimani,Product integration method for numerical solution of a heat conduction problem, 46th Annual Iranian Mathematics Conference, 2015 (yazd, iran).

15-  Solaimani, Mehdi, Aleomraninejad, Seyed Mohammad Ali, Study of a Superlattice Nanowire with a Soft Polar Molecular Layer, Conference on Many Body Systems (Bulk and Nano-Scale), November 12, 2015 (Tehran-Iran).

16-  S.Z. Seyedshirazi , B. Farnam, M. Solaimani, S.M.A. Aleomraninejad, A numerical technique for the solution of non-linear Heat equation by using Rung-Kutta, The 6th Seminar on Numerical Analysis and Its Applications, 20-21 July 2016 (maraghe, Iran).

17-  M. Vatan, B. Farnam, M. Solaimani, S.M.A. Aleomraninejad, Quantum Transport by Means of Split-Step Finite Difference Method for Nonlinear Schrödinger Equations, The 6th Seminar on Numerical Analysis and Its Applications, 20-21 July 2016 (maraghe, Iran).

18-  Mobini, Alireza, Soleimani, Mahdi, Calculation of Dielectric Function of Quantum Dot in the Strong Confinement Regime, Iranian Conference on Mathematical Physics, 3 November 2016(Qom, Iran).

19-  SeyedShirazi, Seyedeh Zeinab; Farnam, Behnaz; Solaimani, Mehdi; Aleomraninejad, Seyed Mohammad Ali, Numerical solution of Nonlinear Schrödinger equation with time dependent parameters through 4th order Rung-Kutta method, Iranian Conference on Mathematical Physics, 3 November 2016(Qom, Iran).

20-  Vatan, Masoumeh; Farnam, Behnaz; Solaimani, Mehdi; Aleomraninejad, Seyed Mohammad Ali, Quantum transport through a quantum barrier by solving the nonlinear Schrödinger equation by means of split step finite difference method, 3 November 2016(Qom, Iran).

21-  Mahdi Soleymani, Alireza Mobini, Study of Optical Properties of Quantum Ring Based on MQW Using Tight-Binding Method, 23rd Iranian Conference on Optics and Photonics, January 31-february 2, 2017(Tehran, Iran).

22-  Farnam,Behnaz, Solaimani,Mehdi, Aleomrani Nejad, Seyed Mohammad Ali, Kazemizade,Shahin, Nikiforov- Uvarov method to solve one dimensional linear

23-  Schrodinger Equation, Iranian Conference on Mathematical Physics, 28-december 2017(Qom-Iran).

Research Project

1-      Mehdi solaimani, Optical properties investigation of the quantum dot superlattice photonic crystals with numerical methods for possible applications in optoelectronic devices, Qom University of Technology, September 2015.

2-      Mehdi solaimani, Optical properties of multi-shell semiconducting quantum dots, Iran National Science Foundation, March, 2018

 M.Sc. Students

1-   Seyedeh zeinab seyedshirazi, Numerical solution of a one-dimensional schrödinger equation by Rung-Kutta method, Master Thesis, October 2016, Second Supervisor.

2-      Masoumeh Vatan, Numerical Solution of a one-dimensional Schrödinger Equation by Finite-Difference Split-Step Method, Master Thesis, september 2016, Second Supervisor.

3-      Mustapha Amini, Study of electron transfer from the one-dimensional nano-structures with fractal arrangement of the transfer matrix method, Master Thesis, September 2017, Second Supervisor.

4-      Shahin Kazemizade, Solving Time Independent Schrödinger Equations By Using N.U and Curve Fitting, Master Thesis, September 2017, First Co-Supervisor.

5-      Khadije Norouzi, Finding the energy levels of the Schrödinger linear equation by Sinc functions, Master Thesis, February 2017, First Co-Supervisor.

6-      Hadiseh Amin, Use of gradient methods to solve the problems of minimizing physics, Master Thesis, January 2018, Co-Supervisor.

7-      Zahra Habibollahi, Solve the time-independent non-linear Schrödinger equation by combining finite difference and self-consistent methods, Master Thesis, January 2018, Second Supervisor.

8-      Soosan Ghafari, Design and Analysis of Ring Form Multiple Quantum Well Infrared Photodetectors, Master Thesis, April 2018, Co-Supervisor.

Talks:

–         Group seminar (01.22.2007 KNT university of Technology, Tehran, Iran) : Numerical methods in low dimensional quantum systems(Lanczos, DMRG, QMC brief overview)

–         Group seminar (05.09.2007 Isfahan university of Technology, Isfahan, Iran) : Calculation of the Spectral FunctionUsing New Recursion Method

–        Group seminar: (05.02.2008 Sharif university of Technology, Tehran, Iran) "Split up DMRG"

–        Group seminar: (11.11.2008 shahrood  university of Technology, shahrood , Iran) " Introduction to DMRG"

–        Group seminar: (20.9.2009 shahrood university of Technology, shahrood , Iran) " Kinetic Monte Carlo Simulation of Crystal Growth.

–        Group seminar: (11.11.2009 shahrood university of Technology, shahrood , Iran) "Molecular Dynamics Simulation of Crystal Growth.

–        Group seminar: (5.2.2010 shahrood university of Technology, shahrood, Iran) "Introduction to Genetic Algorithm".

–        General seminar: (2.11.2014Qom University of Technology, Qom Iran) "optical properties of semiconductor nanostructures".

  • Teaching Activities:

  Qom University of Technology:

–         Solid state physics I& II (Kittle)

–        Semiconductor devices (S.M.Sze)

–        Computer  II (numerical analysis, numerical integration, numerical differentiation,… )

–         Statistical physics  (Rief)

–        Fundamental Physics I & II

–        Fundamental Physics Lab I& II

–        Thermodynamics  

  Semnan University:

–         Computer application in physics (Monte Carlo simulation, Molecular Dynamics simulation, Numerical solution methods for single particle Schrödinger equation, each in one semester)

–         Electromagnetic environments (textbook: F. Wooten, Optical properties of solids),

–        Fundamental Physics I && II

–         General Physics Lab I

  Shahrood University of Technology:

–        General Physics Lab I, Fundumental physics I and II, General physics.  

   Payam Noor University of Damghan:

–        Computer application in physics(Monte Carlo simulation), Mathematical physics I & II(Jorge arfken), modern physics, general physics II, Special Relativity, (textbook: Robert Resnik), Statistical Mechanic,(textbook: Payam Noor book series), Quantum Physics  I&& II,(textbook: Gasiorowicz ), Analytical classical mechanic,(textbook: Grant R. Fowles), Solid state physics I and II (Kittle).

   Islamic Azad University of Damghan:

–        Basics of computer (ICDL), High school mathematic, Fundamental Physics I ,(textbook: David Halliday & Robert Resnik , 1st vol), Fundamental Physics II,(textbook: David Halliday & Robert Resnik , 3rd vol), General physics,(textbook: Arbitrary), High school physics,(textbook: Arbitrary), General Physics Lab (I & II)

   Islamic Azad University of Semnan:

 –        Physics of electricity and magnetism

   Institute of technical and vocational higher educational jahade-e-agriculture of Bastam:

 –        Mechanical Physics, temperature Physics, general physics

 • Fellowships, Awards and Honors:

–        700th rank, Nationwide entrance exam for state universities for free educations of bachelor of science(among 48000 candidates), 2000

–        200th rank, Nationwide entrance exam for state universities for free educations of master of science in physics (among 9000 candidates), 2004

–        1st student researcher in solid state physics, Shahrood University, 2013.

–        1st researcher in solid state physics department, Qom University of Technology, 2014.

 • References:

–        Prof. A.R. Niknam; Associated Professorof Laser and Plasma Research Institute of Shahid Beheshti University, Tehran, Iran

Email: a-niknam@cc.sbu.ac.ir ,  a_r_niknam@yahoo.com

 –        Prof. Hassan Hassanabadi, Associated Professorof Physics Department, Faculty of Physics, Shahrood University of technology, Shahrood, Iran.  Email : hassan.hassanabadi@shahrootut.ac.ir

 –        Dr Morteza Izadifard, Assistant Professorof Physics Department, Faculty of Physics, Shahrood University of technology, Shahrood, Iran.    Email : mizadifard@shahrootut.ac.ir

 –        Prof. M.R. Sarkardei; Associated Professorof Physics Department,

      Faculty of Physics, Al Zahra University, Tehran, Iran,  Email:mrsarkardei@yahoo.com

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