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Basic information |
| Scoring
system - assessment and examination |
| Syllabus
of lectures |
| Schedule
of laboratory measurements |
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Laboratory report rules |
Sample report 1,
Sample report 2 |
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Tests on the internet |
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Internet tests can be done here. Login via Shibboleth is required. |
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Number of attempts is restricted to 2 per day for each topic. Tests
can be done from the beginning of 3rd week in the
semester until the end of 13th week. |
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Vectors, differential
equations - lectures |
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Lecture
1 - Introduction, vector calculus |
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Lecture 2 -
Differential equations |
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Lecture 3 -
Laplace transform |
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Differential
equations + Laplace Transform - book |
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Physics, mechanics -
lectures |
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Kinematics |
Dynamics |
Work and Energy |
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Many bodies mechanics |
Rotational Motion |
Oscillations
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Seminars |
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Kinematics
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Dynamics
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Work and
Energy |
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Many
bodies mechanics |
Rotational Motion |
Rotational Dynamics |
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Oscillations |
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Recommended
problems (updated 24.4.2017) |
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Laboratory measurements -
manuals |
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Uncertainties of measurement,
Least squares method |
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L0. Measurement of
volumes |
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L1.
Acceleration
due to gravity measurement |
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L2.
Free fall study
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L3.
Study of
electrostatic field on models |
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L4.
Pohl’s pendulum
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L5.
Doppler effect
measurement |
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Vectors, differential
equations -
demonstrations in the Mathematica |
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Integration |
Ballistic motion |
Oscillator |
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Position vector |
RC
circuit |
Scalar field |
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Vector addition |
Vector multiplication |
Vector subtraction |
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Vector product |
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Dynamical Systems - lectures |
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1.
Dynamical systems 1 - Introduction |
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2.
Dynamical systems 2 - Topological classification |
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3.
Dynamical systems 3 - Nonlinear systems |
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4.
Dynamical systems 4 - Deterministic chaos and fractals |
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Dynamical Systems -
demonstrations |
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List of
seminar exercises |
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Seminar
exercise 1+2,
Seminar
exercise 3+4,
Seminar
exercise 5,
Seminar
exercise 6 |
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Harmonic oscillator
(Matlab) |
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Predator and
Prey (Matlab),
Predator
and Prey parametric (Matlab) |
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Harmonic oscillator with phase diagram (Mathematica) |
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Simple pendulum (Mathematica),
Damped
pendulum (Mathematica) |
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Saddle point (Mathematica) |
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Improper node (Matlab) |
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Bifurcations (Mathematica) |
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Hopf bifurcation
(Mathematica) |
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Mandelbrot
set (Matlab) |
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Julia set (Matlab) |
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