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Erasmus ECTS Information Package

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<strong>Erasmus</strong> <strong>ECTS</strong> <strong>Information</strong> <strong>Package</strong><br />

Faculty of EEEA<br />

3035 Mathematics - 3<br />

<strong>ECTS</strong> credits: 5<br />

Weekly classes: 2lec+1sem+0labs+1ps+1ca<br />

Assessment: exam<br />

Type of exam: written and oral<br />

Меthodology management:<br />

Department of Numerical Methods and Statistics<br />

Faculty of Natural Sciences and Education<br />

Lecturers:<br />

1. Prof. Luben Georgiev Vulkov, MSc, PhD, Dept. of Numerical Methods and Statistics,<br />

tel.: 082 888 466; 082 888 725, Е-mail: lvalkov@uni-ruse.bg<br />

2. Principal Assistant Nikolinka Stoianova Strateva, MSc, Dept. of Numerical Methods and Statistics,<br />

tel.: 082 888 466; 082 888 725; Е-mail: nstrateva@uni-ruse.bg<br />

Abstract:<br />

The objective of the Course in Mathematics III is to equip students with knowledge and skills to solve<br />

engineering problems requiring: Fourier series; the most common numerical methods of linear algebra and<br />

mathematical analysis; Mathematical apparatus of the probability theory; methods of mathematical statistics<br />

for processing experimental data.<br />

Course content:<br />

Fourier series. Numerical methods for solving systems of linear equations, non-linear equations, systems of<br />

non-linear equations, least squares method for approximation of tabulated data. Elements of the theory of<br />

probability, elements of mathematical statistics, element of regression and correlation analysis, main<br />

concepts of experiment planning.<br />

Teaching and assessment:<br />

The lectures present the material theoretically and illustrate it with appropriate example problems. At the<br />

seminars the assimilation of material is monitored. At the seminars application examples are solved with the<br />

aid of the programming environment MATLAB and namely: Fourier series, numerical method of algebra and<br />

analysis, mathematical statistics. Two tests, of 2 hours each, are administered during the semester. The<br />

final mark is formed by written and oral exams, taking into consideration the results from the tests.<br />

3145 Theoretic Electrical Engineering - 2<br />

ЕСТS credits: 5<br />

Weekly classes: 2lec+1sem+1labs+0ps+1ca<br />

Assessment: exam<br />

Type of exam: written and oral<br />

Departments involved:<br />

Department of Theoretic and Measuring Electrical Engineering<br />

Faculty of Electrical Engineering, Electronics and Automation<br />

Lecturers:<br />

1. Prof. Nikola Kolev Armianov, MEng, PhD, Dept. of Theoretic and Measuring Engineering,<br />

tel.: 082 888 502, E-mail: narmianov@uni-ruse.bg<br />

2. Assoc. Prof. Tania Metodieva Stoianova, MEng, PhD, Dept. of Theoretic and Measuring Engineering,<br />

tel.: 082 888 502, E-mail: tstoianova@uni-ruse.bg<br />

Abstract:<br />

The Theoretic Electrical Engineering 2 course familiarizes the students with the main methods for analysis<br />

of transient modes in linear electric chains and with the main methods for analysis of settled and transient<br />

processes in a chain with distributed parameters and in non-linear electric chains.<br />

Course content:<br />

Transient processes in linear electric chains - introduction; classical method; operator method; frequency<br />

method; transient quantities, Duamelle integral; method with state variables. Chains with distributed<br />

parameters - main concepts; differential equations of a homogeneous line; settled sine process in a<br />

homogeneous line, input impedance; line with no losses, standing waves. Non-linear electric chains -<br />

constant modes, main laps and methods for analysis; periodic modes, electric chains inertia and non-inertia<br />

non-linear elements, analysis methods; resonance phenomena; transient processes, methods.<br />

Teaching and assessment:<br />

At the beginning of the semester each student is given an individual problem as course work. It has to be<br />

presented at the end of semester in written form and is defended orally. The final assessment is done at the<br />

exam (written and oral), which consists of solving problems and answering questions.<br />

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