Quantum Physics
Field of study: Physics
Programme code: W4-S2FZA22.2.2021

Module name: | Quantum Physics |
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Module code: | W4-2F-17-12 |
Programme code: | W4-S2FZA22.2.2021 |
Semester: | winter semester 2021/2022 |
Language of instruction: | English |
Form of verification: | exam |
ECTS credits: | 5 |
Description: | During the lecture, the student will learn about the following issues:
Rayleigh-Schrödinger time-independent perturbation theory: nondegenerate case
quadratic Stark effect
discrete symmetries: parity
time-independent perturbation theory: the degenerate case
linear Stark effect
variational methods
the temporal Heisenberg inequality
the Ammonia molecule
time-dependent perturbation theory, Fermi golden rule
time-independent scattering theory: the Lippmann-Schwinger equation, differential cross section, the Born approximation
identical particles: permutation symmetry, multi-particle wavefunctions , bosons and fermions, exchange density
Dirac equation and Zitterbewegung
second quantization
During seminar classes a student:
masters the techniques of performing calculations in the perturbation calculus in the non-degenerated and degenerate cases
learns calculations in the interaction picture
learns to apply the Fermi golden rule
learns to apply the variational methods
learns to use multi-particle wavefunctions
learns to understand the limitations of first quantization models
learns to understand the language of second quantization
Obligatory exam |
Prerequisites: | Completed course of quantum mechanics, knowledge of the foundations of mathematical analysis and algebra |
Key reading: | (no information given) |
Learning outcome of the module | Codes of the learning outcomes of the programme to which the learning outcome of the module is related [level of competence: scale 1-5] |
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has extensive knowledge of quantum physics [2F_12_1] |
KF_W03 [4/5] |
can use mathematical formalism to build and analyze physical models [2F_12_2] |
KF_U09 [4/5] |
on the basis of knowledge acquired and research carried out can describe the microscopic properties of matter [2F_12_3] |
KF_U10 [3/5] |
knows and understands the description of physical phenomena within selected theoretical models; can independently reproduce the basic physical laws [2F_12_4] |
KF_W05 [3/5] |
has in-depth knowledge of selected branches of theoretical physics [2F_12_5] |
KF_W02 [3/5] |
Type | Description | Codes of the learning outcomes of the module to which assessment is related |
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colloquium [2F_12_w_1] | three times a semester; date of the colloquium announced to students two weeks earlier; tasks of a similar type to those at the seminar; grading scale 2-5 |
2F_12_1 |
activity in class [2F_12_w_2] | solving a task - oral answer; participation in the discussion; grading scale 2-5; final grade equal to the average of partial grades |
2F_12_2 |
written exam [2F_12_w_3] | the condition of taking the exam is passing the seminar; scope of material - all issues discussed in lectures; grading scale 2-5 |
2F_12_1 |
Form of teaching | Student's own work | Assessment of the learning outcomes | |||
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Type | Description (including teaching methods) | Number of hours | Description | Number of hours | |
lecture [2F_12_fs_1] | lecture on selected issues using audiovisual aids |
30 | work with a textbook; supplementary reading |
40 |
colloquium [2F_12_w_1] |
discussion classes [2F_12_fs_2] | solving of tasks on the board:analysis,method selection, calculation and discussion of results;deriving some formulas and discussing selected examples signaled during lectures,discussion;the possibility of using computers |
20 | acquire knowledge of lectures; work with a textbook and task sets |
45 |
colloquium [2F_12_w_1] |
Attachments |
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Module description (PDF) |
Syllabuses (USOSweb) | ||
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Semester | Module | Language of instruction |
(no information given) |