Tematyka

  • General information

    Please find below the program and rules of the laboratories (the program will be updated each week).

    Laboratories:

    • Read the introduction to the laboratory and exercise.
    • Try to solve the laboratory by yourself.
    • Compare your results with the solution data and solution source.
    • Two computer exams will be organized in the laboratories (see date and time below) + one repetition exam.
    • The programs should be written in C++. You can use a free compiler like Dev-C++ or any other compiler of your choice.
    • You can ask questions regarding the laboratories via the Forum below.
    • Please contact me for individual/personal matters by e-mail: julien.guthmuller@pg.edu.pl

    Program, group 1:

    • 26/02/2024: Laboratory 1
    • 04/03/2024: Laboratory 2
    • 11/03/2024: Laboratory 3
    • 18/03/2024: Laboratory 4
    • 25/03/2024: Laboratory 5
    • 08/04/2024: Laboratory 6
    • 15/04/2024: Laboratory 7
    • 22/04/2024: Laboratory 8
    • 29/04/2024: Laboratory 9
    • 06/05/2024: Laboratory 10
    • 13/05/2024: Exam 1
    • 20/05/2024: Laboratory 11 (online)
    • 27/05/2024: Laboratory 12
    • 03/06/2024: Laboratory 13
    • 10/06/2024: Exam 2

    Program, group 2:

    • 21/02/2024: Laboratory 1
    • 28/02/2024: Laboratory 2
    • 06/03/2024: Laboratory 3
    • 13/03/2024: Laboratory 4
    • 20/03/2024: Laboratory 5
    • 03/04/2024: Laboratory 6
    • 10/04/2024: Laboratory 7
    • 17/04/2024: Laboratory 8 (online)
    • 24/04/2024: Laboratory 9
    • 08/05/2024: Laboratory 10
    • 15/05/2024: Exam 1
    • 22/05/2024: Laboratory 11 (online)
    • 29/05/2024: Laboratory 12
    • 05/06/2024: Laboratory 13
    • 12/06/2024: Exam 2

    Rules:

    Each exam is for 100 points.

    50 points are required to pass.

    Only the best results of both exams will count.

    Reference:

    Bibliography: A First Course in Computational Physics. Paul L. DeVries.

  • Laboratory 1: Bisection method

  • Laboratory 2: Newton-Raphson method

  • Laboratory 3: Hybrid method

  • Laboratory 4: False position and Secant methods

  • Laboratory 5: Lagrange and Hermite interpolations