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Additional sections of physics

ОК.10

Обов’язкова дисципліна для ОП

Second

2021/2022

2 Semester

4

The student must know the basic concepts and methods of soliton physics, basic concepts and methods of gravity theory, basic concepts and methods of modern quantum theory, as well as be able to apply them in analyzing and solving specific physical problems relevant to science and technology.

Full-time form

Successful mastering of mathematical courses, namely "Mathematical Analysis", "General Algebra", "Differential Equations", "Methods of Mathematical Physics", "Probability Theory", courses in theoretical physics, in particular, "Theoretical Mechanics", "Electrodynamics", "Quantum" Mechanics ”and“ Statistical Physics ”.

1."Introduction to the physics of solitons". Basic ideas of soliton theory. Methods of integration of soliton equations, method of inverse scattering problem, supersymmetric quantum mechanics, conservation laws and integration of soliton equations. Approximate methods of soliton theory. 2."Fundamentals of the theory of gravitation." Obtaining gravitational field equations in the absence and presence of matter using tensor formalism and covariant differentiation of tensor fields. Equations of motion for geodetic. Reduction of Einstein's equations to Newton's equation in the case of weak gravitational fields and low velocities. Schwarzschild solution. 3."General and applied problems of quantum mechanics in science and modern technology." The method of coherent correlated states and its use for the implementation of nuclear processes. De Broglie wave intensity interference method for the spatial location of elementary particle sources. Magnetic monopoly. Low energy nuclear processes.

1. М.В. Максюта, Релятивістські рівняння гравітаційного поля. Київ, КНУ, 2004; 2. В.І. Висоцький. Квантова механіка та її використання в прикладній фізиці, Київ, КНУШ, 2008; 3. В.І. Висоцький et al. Атомна та ядерна фізика в прикладах і запитаннях. Учбовий посібник, Київ, КНУШ, 2011.

Lectures, individual independent work.

modular tests - 15 points each; homework and individual tasks - 15 points; exam - 40 points. The examination ticket consists of 3 theoretical questions: the first and second questions are evaluated by 13 points, the third - 14 points. In total, you can get from 0 to 40 points for the exam. The condition for achieving a positive grade for the discipline is to obtain at least 60 points, the grade for the exam can not be less than 24 points. Conditions for admission to the final exam: receiving a master's degree in total is not less than the critical-calculated minimum for the semester. Masters who scored a lower number of points during the semester than the critical-calculated minimum of 36 points must write an additional test in order to be admitted to the exam.

Ukrainian