| Lesson Code | Course Name | Class | Credit | Lesson Time | Weekly Lesson Hours (Theoretical) | Weekly Lesson Hours (Practice) | Weekly Class Hours (Laboratory) |
|---|---|---|---|---|---|---|---|
| KF 3392 | Quantum physics | Үшінші курс | 5 | 150 | 1 | 2 | 0 |
The quantum physics course applies the basic ideas of quantum mechanics and quantum field theory, analyzing the origin of the first quantum idea and its basic principles: the wave function and its probabilistic nature, the De Broglie conjecture, the uncertainty principle, and the equation of motion. As a result of studying the subject, students master the quantum idea, methods of application to atomic, nuclear, liquid and solid physics.
Lecture
Practical lesson
| 1 | PON 1- understands information visualization, reception, processing and distribution with the help of tools; |
| 2 | PON 2- performs demonstration experiments with the help of instruments; - basic general and theoretical physics in various fields of physics. |
| 3 | PON 3 - understands the principles of working with optoelectronic microcircuits and electro-optical, magneto-optical and other information converters |
| 4 | PON 4- performs in connection with the general laws of physics. |
| Haftalık Konu | Evaluation Method | |
|---|---|---|
| 1 | Probabilistic characterization of microparticle behavior. The control problem in quantum mechanics. | |
| 2 | Representation of determinable quantities in quantum mechanics. | |
| 3 | Eigenfunction and eigenvalues of self-adjoint operators, their physical meaning. | |
| 4 | Average values of observed variables, probability of their chance values. Operator switch. The principle of causality in quantum mechanics. Schrödinger's equation. | |
| 5 | Hamiltonian for a system of particles and a particle interacting in an external field. | |
| 6 | Schrödinger equation and conservation laws. The principle of causality in quantum mechanics. Schrödinger's equation. Schridenger's radial equation. Energy spectrum and wave functions of hydrogen atom. | |
| 7 | Conservation laws and their relation to the symmetry of space and time. | |
| 8 | Schrödinger's stationary equation. | |
| 9 | Coordinate representation. Free representation of the description of states and observable quantities. | |
| 10 | Free representation of the description of states and observable quantities. | |
| 11 | Impulse and energy representation, their connection with coordinate representation. | |
| 12 | One dimensional motion. | |
| 13 | A particle problem in a potential well. | |
| 14 | Tunnel effect. | |
| 15 | Linear harmonic oscillator. |
| PÇ1 | PÇ2 | PÇ3 | PÇ4 | PÇ5 | PÇ6 | PÇ7 | PÇ8 | PÇ9 | PÇ10 | PÇ11 | PÇ12 | PÇ13 | PÇ14 | PÇ15 |
|---|
| Textbook / Material / Recommended Resources | ||
|---|---|---|
| 1 | 1. Кониши К. Паффуть Д. Кванттық механка. Жаңа көзқарас 1. Алматы 2018 | |
| 2 | 2. Күреңкей Т., Күреңкеев Б.Т. Кванттық механика. Алматы: Ғылым 2017 | |
| 3 | 3. Иродов И.Е. Кванттық физика. Негізгі заңдар. Оқулық/ауд. Жүрерова Л.Ғ.Алматы, 2016 | |
| 4 | 4. Бекбаев С.М. Атом және ядролық физика негіздері: оқу құралы. Түркістан: Қ.А.Ясауи атындағы ХҚТУ, 2016. -150б | |
| 5 | 1. Жусупов М.А., Ибраева Е.Т. Введение в математический аппарат квантовой механики.-Алма-Ата.:КазГУ,1986. | |
| 6 | 2. Жусупов М.А., Ибраева Е.Т. Уравнение Шредингера и его простейшие применения.- Алма-Ата.:КазГУ,1986. | |
| 7 | 3. Жусупов М.А., Ибраева Е.Т. Системы тождественных частиц в квантовой механике. - Алма-Ата.:КазГУ,1987. | |
| 8 | 4. Галицкий В.М., Карнаков Б.М., Коган В.И. Задачи по квантовой механике.-М.: Наука,1981. |