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- Define the control system
- Identify the basic elements of an open- loop and closed - loop control systems.
- Properties and theorems related to Laplace transform.
- Model and derive the transfer function for different types of systems using the principles of physics (governing equations) and differential equations (Laplace transformation).
- Solution to Linear, time-invariant differential equations.
- Derive system Transfer functions.
- Create block diagram of a simple system.
- Simplification of a complex block diagram through block reduction.
- Calculate the first order system specifications from a given transfer function (time constant, rise and settling time, steady-state value and error) and roughly sketch the system response.
- Design closed-loop system to meet certain predefined specifications.
- Understand the effects of poles and zeros to system response.
- Stability and its importance in Control Systems.
- Determination of control systems stability.
- Identification of range of gains which a system with constant parameter is stable.
- First and second order systems responses to various inputs.
- Closed Loop systems analysis. (Transient and steady state).
- Purpose of Controller in systems.
- Classical Controllers (PID) and their distinguishing characteristics.
- Analyze system performance of the classical controllers to systems.
- Analyze system performance after controller applications.
- Sketch root locus of system.
- Sketch Bode diagram.
- State Space Analysis.
About the recuiterMember since Nov 11, 2022 Assam Bank
from Latium, Italy