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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 />

0309 Theory of Experiments<br />

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

Weekly classes: 3lec + 0sem + 0labs + 1ps<br />

Assessment: exam<br />

Type of exam: written<br />

Departments involved:<br />

Department of Automatics and Mechatronics<br />

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

Lecturers:<br />

1. Prof. Atanas Leshkov Mitkov, MEng, PhD, Dept. of Agricultural Machines, tel.: 082 888 553,<br />

E-mail: amitkov@uni-ruse.bg<br />

2. Assoc. Prof. Todor Tzanev Todorov, MEng, PhD, Dept. of Numerical Methods and Statistics,<br />

tel.: 082 888 536, E-mail: ttodorov@uni-ruse.bg<br />

Abstract:<br />

The course includes the main methods for experiment planning in the field of engineering, processing and<br />

analysis of results. In this connection the objects are classified according to the number of control factors<br />

in three groups – with no control factors, with one control factor and with more than one control factors.<br />

For the first group the methods of statistical estimation and of checking statistical hypothesis are<br />

considered. For the second and the third group the methods of single- and multi-factor regression and<br />

variances analysis are considered.<br />

Course content:<br />

Cybernetic approach in studying objects experimentally. The role of experiment in research. Types of<br />

experiments. Studying objects with no external influence. Studying single-factor objects. Single-factor<br />

regression analysis. Single-factor variances analysis. Studying multi-factor objects. Multi-factor regression<br />

analysis. Multi-factor variances analysis. Planning regression experiments. First degree plans. Second<br />

degree plans. Data processing in planned experiments. Planning experiments for variances analysis.<br />

Optimising multi-factor experiments. Statistical optimisation. Software products experimental data<br />

processing.<br />

Teaching and assessment:<br />

The lectures follow the traditional ways of delivery. The practice sessions have an investigative character.<br />

The exam is written and includes two questions and solving a problem.<br />

0312 Control Systems – 1<br />

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

Weekly classes: 3lec + 0sem + 0labs + 2ps<br />

Assessment: exam<br />

Type of exam: written<br />

Departments involved:<br />

Department of Automatics and Mechatronics<br />

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

Lecturers:<br />

1. Assoc. Prof. Georgi Lyubomirov Lehov, MEng, PhD, Dept. of Automatics and Mechatronics,<br />

tel.: 082 888 745, E-mail: glehov@uni-ruse.bg<br />

2. Assoc. Prof. Donka Ilieva Ivanova, MEng, PhD, Dept. of Automatics and Mechatronics,<br />

tel.: 082 888 266, E-mail: divanova@uni-ruse.bg<br />

3. Principal Assistant Maria Gerasimova Popova, MEng, Dept. of Automatics and Mechatronics,<br />

tel.: 082 888 745, E-mail: mgpopova@uni-ruse.bg<br />

Abstract:<br />

The course aims at acquainting the students with modern control system theory and developing practical<br />

skills for analysis and synthesis of such systems using MATLAB. Prerequisites to this course are the<br />

Control Theory courses of the Bachelor degree programme.<br />

Course content:<br />

Linear multivariable control systems: state-space description, basic properties, design methods. Robust<br />

control systems: uncertainty modelling, robust stability and robust performance analysis, design of H ∞<br />

optimal controllers, μ -synthesis. Adaptive control systems. Application of artificial neural networks and<br />

fuzzy logic in control systems.<br />

Teaching and assessment:<br />

The lectures present the theoretic aspects of the addressed problems and illustrate them with appropriate<br />

examples. The aim of the exercises is to teach the students to apply creatively the acquired knowledge.<br />

They are conducted with the aid of MATLAB software system. The students’ progress is checked in each<br />

exercise throughout the semester. The course ends with a written exam, which consists of problem solving<br />

and question answering. The students have to attend all the exercises in order to be allowed to take the<br />

exam. The mark from the practical work is taken into consideration when forming the final course mark.<br />

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