Physics for Informatics

The course cannot be taken simultaneously with:

Physics for Informatics (A4B02FYZ)

The course is a substitute for:

Physics for Informatics (A4B02FYZ)

Lecturer:

Stanislav Pekárek (gar.), Jaroslav Jíra (gar.)

Tutor:

Stanislav Pekárek (gar.), Jaroslav Jíra (gar.), Ilona Ali Bláhová, Martin Šoltés

Supervisor:

Department of Physics

Synopsis:

Within the framework of this course students gain the knowledge of selected parts of classical physics and dynamics of the physical systems. The introductory part of the course deals with the mass particle kinematics; dynamics, with the system of mass particles and rigid bodies. The students should be able to solve basic problems dealing with the description of mechanical systems. The introduction to the dynamics of the systems will allow to the students deeper understanding as well as analysis of these systems. The attention will be devoted namely to the application of the mathematical apparatus to the solution of real physical problems. Apart of this, the knowledge gained in this course will help to the students in the study of other disciplines, which they will meet during their further studies.

Requirements:

Knowledge of the differential and integral calculus of the function of one and more variables; linear algebra. More details on the http://cw.felk.cvut.cz/doku.php/misc/projects/oppa_oi_english/courses/ae4b02fyz/start

Syllabus of lectures:

1.Mathematical apparatus of physics, vector calculus, physical fields.

2.Differential equations, particle kinematics (rectilinear motion, circular motion, motion in three dimensions).

3.Newton's laws, inertial and non-inertial reference frames. Equations of motion in inertial and non-inertial reference frames.

4.Work, power, conservative fields, kinetic and potential energy. Conservation of mechanical energy law.

5.Mechanical oscillating systems. Simple harmonic motion, damped oscillations.

6.Forced oscillations. Resonance of displacement and velocity.

7.Waves and their mathematical description, dispersion, interference.

8.System of n-particles, isolated and non-isolated systems, conservation of linear and angular momentum laws. Conservation of mechanical energy law for the system of n-particles. Center of mass and center of gravity.

9.Rigid bodies, equations of motion, rotation of the rigid body with respect to the fixed axis. Moment of inertia, parallel axis theorem

10.Classification of dynamical systems (linear, nonlinear, autonomous, nonautonomous, conservative, continuous, discrete, one-dimensional, multidimensional, time-reversal, time-irreversal). Phase portraits, phase trajectory, fixed points, dynamical flow. Stability of linear systems.

11.Mathematical description of linear dynamical systems.

12.Nonlinear dynamical systems.

13.Bifurcation, logistic equation, deterministic chaos.

14.Description of complex system (physics of plasma, biological systems, nonlinear acoustics), discussion.

Syllabus of tutorials:

1.Introduction, safety instructions, laboratory rules, list of experiments, theory of errors - measurement of the volume of solids.

2.Introduction to electric circuit analysis (oscilooscope), measuring devices. Exercise at the computer - kinematics and dynamics of a particle, analytical and numerical derivation.

3.Introduction to electric circuit analysis (oscilooscope), measuring devices. Exercise at the computer - kinematics and dynamics of a particle, analytical and numerical derivation.

4.Exercise at the computer - work and energy. Measurement of simple electronic circuit response.

5.Exercise at the computer - work and energy. Measurement of simple electronic circuit response.

6.Exercise at the computer. Measurement for the semester work.

7.Exercise at the computer. Measurement for the semester work.

8.Test 1.

9.Exercise at the computer. Analysis of a spiral type stability and instability.

10.Exercise at the computer. Analysis of a spiral type stability and instability.

11.Exercise at the computer. Strange atractor analysis.

12.Exercise at the computer. Strange atractor analysis.

13.Test 2.

14.Final grading. Assessment.

Study Objective:

Study materials:

1.Halliday, D., Resnick, R., Walker, J.: Fyzika, VUTIUM-PROMETHEUS, 2000.

2.Kvasnica, J., Havránek, A., Lukáč, P., Sprášil, B.: Mechanika, ACADEMIA, 2004.

3.Sedlák, B., Štoll, I.: Elektřina a magnetismus, ACADEMIA, 2002.

4.Fyzika I a II - fyzikální praktikum, M. Bednařík, P. Koníček, O. Jiříček.

5.Physics I, S. Pekárek, M. Murla, Dept. of Physics FEE CTU, 1992.

6.Physics I - Seminars, M. Murla, S. Pekárek, Vydavatelství ČVUT, 1995.

7.Physics II, S. Pekárek, M. Murla, Vydavatelství ČVUT, 2003.

8.Physics II - Seminars, S. Pekárek, M. Murla, Vydavatelství ČVUT, 1996.

9.Physics I - II, Laboratory manual, S. Pekárek, M. Murla, Vydavatelství ČVUT, 2002.

Note:

Time-table for winter semester 2011/2012:

Time-table is not available yet

Time-table for summer semester 2011/2012:

	06:00–08:0008:00–10:0010:00–12:0012:00–14:0014:00–16:0016:00–18:0018:00–20:0020:00–22:0022:00–24:00
Mon	roomT2:C2-84 Pekárek S. Jíra J. 14:30–16:00 (lecture parallel1) Dejvice Ucebna
Tue	roomT2:A3-413b Jíra J. Šoltés J. 14:30–16:00 (lecture parallel1 parallel nr.102) Dejvice Laboratoř K302roomT2:A3-413b Jíra J. Šoltés J. 16:15–17:45 (lecture parallel1 parallel nr.101) Dejvice Laboratoř K302
Fri
Thu
Fri

The course is a part of the following study plans:

• Otevřená informatika - Počítačové systémy (compulsory course in the program)
• Otevřená informatika - Informatika a počítačové vědy (compulsory course in the program)
• Otevřená informatika - Softwarové systémy (compulsory course in the program)
• Otevřená informatika - Počítačové systémy (compulsory course in the program)
• Otevřená informatika - Informatika a počítačové vědy (compulsory course in the program)
• Otevřená informatika - Softwarové systémy (compulsory course in the program)
• Open Informatics - Computer Systems (compulsory course in the program)
• Open Informatics - Computer and Information Science (compulsory course in the program)
• Open Informatics - Software Systems (compulsory course in the program)
• Otevřená informatika - před rozřazením do oborů (compulsory course in the program)
• Open Informatics (compulsory course in the program)
• Otevřená informatika, před rozřazením do oborů (compulsory course in the program)