Determination of Time-Variant and Time-Invariant Control System
Consider the following figure-
In this figure, x(t) is input signal and y(t-T0) and y'(t) both are output signal,
if, y(t-T0) is equal to the y'(t) then the system is time invariant control system.
y(t-T0) = y'(t)
otherwise,
if y(t-T0) ≠ y'(t) , then the system is time-variant control system.
Time-Variant and Invariant Control System
Control systems play an important role in engineering, they help in regulating and controlling a process or a system to obtain controlled output. There are different types of control systems such as Linear and non-linear systems, Causal and Non-causal systems. Time variant and Time invariant control systems are one of them. In this article, we’ll learn about the time-variant and invariant systems.
Table of Content
- Time-Variant System
- Time-Invariant System
- Determination of Time-Variant and Time-Invariant Control System
Mathematical Equation of a System- Solved Examples of Time-Variant and Invariant Control System
- Difference Between Time-Variant and Time-Invariant System
Contact Us