contributes to the development of engineering thinking in students .
Postrekvizity: Special subjects
Mat II 2.2.12 Математика II
Prerequisites:: « Mathematics », « Mathematics -I»
The purpose of the discipline: : The purpose of the discipline - formation of students' knowledge and skills to
use knowledge on the basics of " mathematicians of II» in the study of special subjects .
Summary:Determination of the complex function ( PCF ) . Limit and continuity of the PCF . Differentiation of the
PCF . The integral of the PCF . Calculation of definite and improper integrals . Cauchy theorem . Cauchy's integral
formula . Number series in the complex domain . Functional series of complex variable . Power series . Expansions
of functions in power series . Taylor series .Laurent series . Classification of isolated singularities . Deduction
functions in an isolated singular point . Calculation of integrals using residues . Laplace transform and its basic
properties . The inverse Laplace transform . Decomposition Theorem . Mellin - Riemann formula . The use of the
operational calculus to the solution of ordinary differential equations and their systems .
Expected results: A student who has studied the course " Mathematics II» must be able to :
- Use the knowledge gained in the study of special subjects .
Postrekvizity: all engineering disciplines and educational disciplines , producing departments visited .
TVMS 2.2.12.1 Theory of Probability and Mathematical Statistics
Prerequisites: program of discipline " Probability theory and mathematical statistics " is based on the basis of dis-
ciplines : higher mathematics 1.2 .
The purpose of the discipline: : The purpose of teaching is the acquisition of theoretical knowledge and practical
skills for solving basic problems of the theory of probability and mathematical statistics .
Summary:Elements of combinatorics. The basic axioms of probability theory . Theorems of addition and multipli-
cation of probabilities . The formula of total probability . Bayes' formula . Bernoulli scheme . The local and inte-
gral Moivre -Laplace theorem . Discrete and continuous random variables and their numerical characteristics . The
law of large numbers. Sampling method. Estimation of unknown parameters of distributions . Statistical evalua-
tions of distribution parameters . Testing of statistical hypotheses . Interval otsenivanie.Doveritelny interval .
Expected results: A student who has studied the course " Theory of Probability and Mathematical Statistics "
should be able to :
- Use the knowledge gained in the study of special subjects .
Postrekvizity: all engineering disciplines and educational disciplines , producing departments visited .
Him I 2.2.13 Chemistry I
Prerequisites: - General and inorganic chemistry, physics , mathematics .
The purpose of the discipline: дисциплины: give the students knowledge in the field of physical and colloid
chemistry , which are an integral part of the training of engineers in the field of radio engineering , electronics and
telecommunications.
Summary:Chemical thermodynamics . The first law of thermodynamics . Thermal effects . Hess's Law . Kirchhoff
equations . The second law of thermodynamics . Entropy. Chemical equilibrium . The doctrine of the solutions .
Phase Equilibria . Electrochemistry. Solutions of electrolytes . Electrochemical cells . Chemical kinetics and catal-
ysis . Surface phenomena . Disperse systems .
Expected results : the creation of the students extended the theoretical framework of learning to apply their
knowledge in practice for solving energy problems .
The student should know: the use of chemical thermodynamics and kinetics knowledge of phase equilibria and
solutions for the selection of the optimum conditions of processes and efficient management ; know the theory of
electrode potentials , galvanic cell , to be able to calculate the potentials of gas and metal electrodes .
The student should be able to : apply their knowledge in solving theoretical and practical problems ; use reference
and special literature ; apply their knowledge in practice.
Postrekvizity: the knowledge gained in the discipline Chemistry I needed to study courses.
PHIM 2.2.13.1 Applied chemistry
Prerequisites: - General and inorganic chemistry, physics , mathematics .
The purpose of the discipline: дисциплины: formation of students' scientific thinking and the creation of the
foundations of theoretical preparation for the study of physical and chemical processes , as well as a proper under-
standing of the limits of applicability of various physical and chemical concepts , laws, theories .
Summary:Detection methods for studying , identifying and constituents (atoms, ions , molecules, and functional
groups ) of the analyte ; measurement of constituents or their quantitative ratios; study of the chemical , physico-
chemical and instrumental methods of analysis. Chemical thermodynamics . Thermal effects . The second law of
thermodynamics . Entropy. Chemical equilibrium . The doctrine of the solutions . Phase Equilibria . Electrochem-
istry. Solutions of electrolytes . Electrochemical cells . Chemical kinetics and catalysis .
Expected results: The creation of the students extended the theoretical framework of learning to apply their
knowledge in practice for solving energy problems. A student must know: the use of chemical thermodynamics
and kinetics knowledge of phase equilibria and solutions for the selection of the optimum conditions of processes
and efficient management; know the theory of electrode potentials, galvanic cell, to be able to calculate the poten-
tials of gas and metal electrodes. The student should be able to: apply the knowledge when solving theoretical and
practical problems; use reference and special literature; apply their knowledge in practice.
