Teaching


Fall 2023

  • Quantum Mechanics I
    • Textbook: You will decide in the first session!
      The course covers Chapters -

      Office hours: Mondays, 14:00 to 16:00 (or by appointment). My office address: 401@Physics Dept.
      Tutor hours: TBA.
      Evaluation Policy: TA (20%), Midterm exam (35%), Final exam (45%), +Bonous from projects

      Assignments: (Problems from the textbook)
      • Ch.


      Projects: (Bonus = +2) (Submit your solutions into the LMS server.)
      1. .

  • Advanced Solid State I



Spring 2023

  • Quantum Mechanics II
    • Textbook: Introduction to Quantum Mechanics, by David J. Griffiths
      The course covers Chapters 5-11

      Office hours: Mondays, 14:00 to 16:00 (or by appointment). My office address: 401@Physics Dept.
      Evaluation Policy: TA (20%), Midterm exam (35%), Final exam (45%), +Bonous from projects

      Assignments: (Problems from the textbook)
      • Ch. 5: 16, 18
      • Ch. 6: 2, 3, 5, 7, 9, 14, 16, 28, 30, 36(a,b)
      • Ch. 7: 2, 4, 11, 15, 6,14
      • Ch. 8: 1, 3, 14, 17
      • Ch. 9: 1, 3, 7, 9, 11, 17, 18
      • Ch. 10: 1, 3, 9
      • Ch. 11: 1, 4


      Midterm: marks, solutions
      Final: marks, solutions
      Total: marks

      Projects: (Bonus = +2) (Submit your solutions into the LMS server.)
      1. Alpha Decay. Reproduce Fig. 8.6 of the textbook by plotting Eq. 8.28 (and 8.25). Tune manually or fit numerically the frequency of collision, v/2r1, for decaying from both U and Th. Include the plot, the computer code and the value of the frequency of collision in your report.
      2. Adiabatic Approx. Solve Problem 10.8 of the textbook, and report your solution as an essay.
      3. WKB Appprox. For a number of arbitrary potentials, find the allowed energies by solving numerically or graphically Eq. 8.16. For a few smallest energies, plot the corresponding wave functions. Include the computer code you wrote for this task in your report. (Hint: First, check your code for some potential with known exact solution.)
      4. Vector Potential. Explain in detail, citing to the literature, how magnetic field was introduced for the first time into the Schrodinger Equation.
      5. Numerov Method. Implement Numerov's method to solve numerically the Schrodinger Equation in one dimension for an arbitrary potential. First, compare the result of your code with the exact solution for some known potential (e.g. SHO). Report as short essay both your code and the obtained numerical and graphical results including the wave function of a few lowest states in energy.




Spring 2021 to Fall 2022

Taught via the SBU LMS service



Fall 2020






Spring 2020

با عنایت به عدم امکان برگزاری کلاسها به صورت حضوری تا اطلاع بعدی همه کلاسهای درس اینجانب هریک در همان زمان مقرر خود و به صورت آنلاین و با نرم افزار اداب کانکت برگزار می شود.
 


لطفا برای نصب نرم افزار و دریافت راهنماییهای لازم به صفحه زیر مراجعه فرمایید
سیستم برگزاری آنلاین کلاسهای دانشگاه شهید بهشتی



  • General Physics II
    • Textbook: The 10th edition of Halliday's Fundamentals of Physics (Vol. 2)
      The course covers Electricity and Magnetism as Chapters 21-33

      Office hours: Sundays, 15:30 to 17:30 (or by appointment). My office address: 401@Physics Dept.
      Evaluation Policy: TA (30%), Midterm exam (40%), Final exam (40%), +Bonous from projects

      Midterm Date: 19 Farvardin 1399



    Density Functional Theory and Applications
    • (Doctoral course)





Fall 2019

  • General Physics I








Spring 2019




Fall 2018




Spring 2018




Fall 2017

  • Electrodynamics I
  • Physics Texts



Spring 2017




Fall 2016




Spring 2016




Fall 2015




Spring 2015




Presentaions in schools/workshops




Tutorials