Infopaket

High energy astrophysics

ВБ4.1

Вибіркова дисципліна для ОП

Second

2023/2024

1 Semester

6

students' acquisition of knowledge about the mechanisms of generating powerful electromagnetic, corpuscular and gravitational radiation; their study of new tools and experimental results of studying astrophysical objects in the X-ray and gamma ranges, acquisition of new theoretical principles of modeling high-energy astrophysical processes, mastering methods of calculating physical parameters in objects with extreme physical conditions.

Distance form

The presentation of the material is based on basic mathematical and physical courses, as well as courses in general and theoretical astrophysics, extragalactic astronomy. Be able to apply previous knowledge from courses in mathematical analysis, mathematical physics, fundamentals of vector and tensor analysis, and differential equations to solve algebraic and differential equations and systems. Have elementary skills in calculating derivatives, integrals, actions and operations with vectors and tensors, graphically plot graphs of functions, The presentation of the material is based on courses in general and theoretical astrophysics, solar physics, interstellar medium physics, cosmology, and extragalactic astronomy

students' acquisition of knowledge about astrophysical objects and phenomena associated with powerful energy release, large energy concentrations, high-temperature dynamic processes in space plasma

M.S. Longair High energy astrophysics, in 2 volumes, Cambridge university press, 2004) Aharonian F. Very high energy cosmic gamma radiation : a crucial window on the extreme Universe, River Edge, NJ: World Scientific Publishing (512pp), 2004 Collins P.D., Martin A.D., Squires E.I. Particle physics and Cosmology. Wiley. N.Y., 1989 Peacock J.A. Cosmological Physics. Cambrodge Univ.Press, Cambridge, 1999 Rybicki, G.B., Lightman, A.P. Radiatve processes in astrophysics. New York: John Wiley and Sons, Inc. 1979.

Lectures, laboratory practice

- semester assessment: 1. Modular test paper РН 1.1 (15 points). 2. Modular test paper РН 2.1 (15 points). 3. Tasks, oral answers (10 points). 1. final assessment in the form of an exam. The maximum score on the exam is 60 points. 2. admission requirements for the exam: solve problems on the analysis of Friedman equations.

English