- Systems Thinking
- Applied Mathematics
- Electrical Systems
- Performance Testing
- Process Control
- Systems Analysis
- Control Systems
- Engineering Analysis
- Mathematical Modeling
- Mechanics
- Basic Electrical Systems
- Differential Equations
Control Systems Analysis: Modeling of Dynamic Systems
Completed by Venkata Charan Sasank Ujas Kakarla
November 8, 2024
14 hours (approximately)
Venkata Charan Sasank Ujas Kakarla's account is verified. Coursera certifies their successful completion of Control Systems Analysis: Modeling of Dynamic Systems
What you will learn
Derive differential equations and transfer functions for simple mechanical, electrical, and electromechanical systems.
Analyze the dynamic response of 1st and 2nd order systems.
Explain the relationship between pole locations of 2nd-order systems and common step response performance specifications.
Characterize Bounded-Input Bounded-Output (BIBO) stability and determine the number of unstable roots using Routh’s stability criterion.
Skills you will gain
