link to course in Stud.IP Studip_icon
Process Measurement Engineering
Semester:
SoSe 17
Course type:
Lecture
Course number:
18622_S17
Lecturer:
Prof. Dr.-Ing. Roland Harig
Description:

- Process measurement engineering in the context of process control engineering
- Challenges of process measurement engineering
- Instrumentation of processes
- Classification of pickups
- Systems theory in process measurement engineering
- Generic linear description of pickups
- Mathematical description of two-port systems
- Fourier and Laplace transformation
- Correlational measurement
- Wide band signals
- Auto- and cross-correlation function and their applications
- Fault-free operation of correlational methods
- Transmission of analog and digital measurement signals
- Modulation process (amplitude and frequency modulation)
- Multiplexing
- Analog to digital converter

- Färber: „Prozeßrechentechnik“, Springer-Verlag 1994
- Kiencke, Kronmüller: „Meßtechnik“, Springer Verlag Berlin Heidelberg, 1995
- A. Ambardar: „Analog and Digital Signal Processing“ (1), PWS Publishing Company, 1995, NTC 339
- A. Papoulis: „Signal Analysis“ (1), McGraw-Hill, 1987, NTC 312 (LB)
- M. Schwartz: „Information Transmission, Modulation and Noise“ (3,4), McGraw-Hill, 1980, 2402095
- S. Haykin: „Communication Systems“ (1,3), Wiley&Sons, 1983, 2419072
- H. Sheingold: „Analog-Digital Conversion Handbook“ (5), Prentice-Hall, 1986, 2440072
- J. Fraden: „AIP Handbook of Modern Sensors“ (5,6), American Institute of Physics, 1993, MTB 346

Pre-requisites:
Process Measurement Engineering: Fundamental principles of electrical engineering and measurement technology; Selected Topics of Mechatronics (Alternative A: 12 LP): None; Selected Topics of Mechatronics (Alternative B: 6 LP): None
Performance accreditation:
Oral exam
Area classification:
Studiendekanat Elektrotechnik, Informatik und Mathematik
Studiendekanat Maschinenbau
ECTS credit points:
3
Stud.IP informationen about this course:
Home institute: E-6 Elektrische Energietechnik
Registered participants in Stud.IP: 1