ELECTRONICS | ETE022 |
Aim
Basically all engineering systems have one or several important parts which may be classified as electronics, some systems are even completely electronic. In particular, most measurement situations are centred round the conversion of a physical quantity to an electric signal. This has brought about a world wide industry and labour market, and most engineers are assumed to have basic knowledge of electronics.
This course is a basic course on modelling of electronic systems. In particular, the modelling chain 1) determine circuit models for the physical processes in various components such as resistors, transistors etc, 2) perform mathematical analysis of the circuit model, and 3) interpret the results as system parameters such as loss and amplification.
Knowledge and understanding
For a passing grade the student must
Skills and abilities
For a passing grade the student must
Judgement and approach
For a passing grade the student must
Contents
The course consists of circuit theory, and electronics. In the circuit theory and the field theory part, basic tools of analysis, physical components, and their ideal circuit models are treated. The circuit theory is then used in the electronics part to study semiconductor components and electronic systems.
Basic electric quantities: Current, voltage, potential, resistance, conductivity, impedance, admittance, and power.
Basic analysis tools: Kirchhoff's laws, calculational methods for linear, time invariant circuits, node analysis, and two-terminal equivalents.
Basic components: Resistors, inductors, capacitors, voltage sources, current sources, amplifiers, and transmission lines. Modelling: Physical circuits with ideal circuit elements, transfer functions, and filters.
Semiconductor components and electronic systems: operational amplifiers, amplifier circuits, diodes, transistors, integrated circuits, and digital systems.
Literature
Sjöberg, D., Gustafsson, M.: Kompendium i Kretsteori, elektronik och ellära. (in Swedish)
Gustafsson, M., Karlsson, A., Lundin, R.: Kretsteori Exempelsamling. (in Swedish)