Mathematical Models
Mathematical models are the representation of set of action in terms of mathematical expression and equations. We can understand the input – output procedures by using mathematical models by which we can analyze the structure and design of the control systems. It can be done by using models such as differential equation model, transfer function model and state space model.
- Differential Equation Model
- Transfer Function Model
- State Space Model
- State Space Model from Differential Equation
- State Space Model from Transfer Function
- Rotational Mechanical System
- Translational Mechanical Systems
Control System Tutorial
A control system is a system designed to help control the behavior of other systems or processes. It is essential in various fields, like engineering, automation, electronics, robotics, and others. So, in this Control System tutorial, we will analyze and understand the concept and applications of a Control System with the help of detailed modules. Control Systems are one of the most important subjects of electrical and electronics engineering, as they are the essential parts of many modern devices and systems.
Control systems are used in multiple fields like manufacturing, transportation, energy production, etc. This Control System tutorial covers each module of the Control System from the basics to advanced with features, examples, classifications, applications, advantages, disadvantages, and future trends.
Table of Content
- What is a Control System?
- Introduction to Control Systems
- Classification
- Feedback
- Mathematical Models
- Block Diagram in Control System
- Time Response and Time Domain Analysis
- Stability Analysis
- Frequency Domain Analysis
- Compensators in Control System
- Controllers in Control System
- State Space Analysis