POWER ENGINEERING

SPECIALITY: GAS TURBINE PLANTS AND COMPRESSOR STATIONS

Higher Mathematics.

Lectures - 192 hr., Seminars - 157 hr., Self-learning - 224 hr., Consultations - 20hr., 1st, 2nd and 3rd  semesters - examination, 4th  semester - test.

Linear algebra: determinants, matrices, systems of the linear algebraic equations; analytical geometry: vectors, line on a plane, plane and line in space, curves of the second order, surfaces of the second order; differential calculus of the function of one variable: sequences, functions, limits, derivatives, differentials; complex numbers; polynomials; rational functions; integral calculus of the function of one variable: indefinite integral, definite integral, improper integral,  differential calculus of the function of several variables; differential equations, systems of differential equations; stability theory; series: the number series, functional series, power series, Fourier series; Fourier integral and transformation; multiple, linear and surface integrals; elements of a field theory; numerical methods; elements of operational calculus; theory of probability and statistics.

Acquirement of the mathematical tools, that should be enough for creation, development and application of mathematical models of processes connected with practical activity of specialists. Mathematical investigation of applied problems.

Prerequisite: not required.

Descriptive Geometry, Engineering and Computer Graphics.

Lectures - 34 hr., Seminars - 87 hr., Self-learning - 107 hr., Consultations - 15 hr., 1st semester - examination, 2nd  and 3rd  semesters - test.

Engineering graphics: theoretical foundations and ways of construction of projective images of objects, a method of projecting, orthogonal projections. Monge method. A point, a straight line, a plane. Transformation of projective drawing. Axonometry of surfaces. Views, full sections, sections. Drawing dimensions. Sketches of details. Types of details connection. Assembly of drawings. General views on working drawing fulfillment. Circuits. Introduction in CAD and computer graphics. Basic command in AutoCAD.

Prerequisite:  Higher mathematics.

Fundamentals of Information Technology and Programming.

Lectures - 70 hr., Labs - 70 hr., Self-learning - 113 hr., 1st and 3rd semester - test, 2nd semester - examination.

PC hardware and software. OS and shells for them. Creation and edition technology of documents. MS Word text editor usage. Excel application program. Spreadsheets' creation and handling. Structure of the program, input/output, mathematical, user functions; input/output files, input/output windows of programming language C. Engineering tasks solution with the help of programming language C. Structure of the program. Engineering tasks solution by C programming language. MathCad basics. Simple calculations, equations solution, derivatives, integrals, equation's system, and program blocks in MathCad.

Different formats documents preparing and edition. MS Excel table editor calculations and functions usage. Different mathematical solutions in MathCad. Different level of mathematical calculations by C programming language. Program blocks in MathCad.

Prerequisite:  Higher mathematics.

Chemistry.

Lectures - 17 hr.,