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What is an Open-Loop Control System?

By BYJU'S Exam Prep

Updated on: September 25th, 2023

Open-Loop Control System is also known as the non-feedback control system. Before discussing the open-loop control system, we must know what is the control system. A system that is either a physical object or a computer program or a mathematical model, where the output quantity is controlled by varying the input quantity is referred to as a control system.

Knowingly or unknowingly, we are encountering the open loop control systems in our daily life in various forms, that is from the human eye that reading this text right now, to the gadget that displays this text everything is a control system, but the former is a natural control system, and the latter is a manmade control system. Here, we will read about the open-loop control system in detail such as its definition, block diagram, and advantages.

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What is Open-Loop Control System?

The control system in which the output of the system does not have any effect on its input is known as the open-loop control system. This means that the system does not have any feedback structure.

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Open-Loop Control System Definition

Based on the required output we set input to the controller in the system, depending on the input the controller generates the control signal, and this control signal will be fed to the processing unit. So, according to the control signal, proper processing will be done, and the output is achieved, it could not judge whether the achieved output is desired or not. If the system has the capability of judging whether the achieved output from the control signal is desired or not, such systems are known as closed-loop systems, they can accomplish this judgment with a feedback structure.

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Open-Loop Control System Block Diagram

We can understand this better with the help of some practical examples of open-loop control systems. The open-loop control system block diagram is shown in the below figure.The

Fig: The Open-Loop Control System Block Diagram

Gain of Open-Loop Control System

Let G1(s) be the gain of the controller block and G2(s) be the gain of the processing unit then the block diagram representation of the open-loop control system is given below.

Gain

If the gain of the system,

G(s)=x0(s)/xi(s)

Here G(s) is the system gain, From the block diagram

G1(s)=x1(s)/xi(s)

and G2(s)=x0(s)/x1(s)

⇒x1(s)/xi(s)×x0(s)/x1(s)= G1(s)G2(s)

⇒x0(s)/xi(s)= G1(s)G2(s)= G(s)

Hence the block diagram can be redrawn as shown below.

Gain

There may be any number of blocks in the forward path, the system gain is the product of individual gains of each element in the forward path.

Open-Loop Control System Examples

Let us consider an example of an induction cooker, let us assume that it is equipped with a timer that controls the on and off durations of the cooker. The operator will set the timer or cooking mode of the cooker. When the pre-set time is up, then the cooker will turn off. However, it is quite likely that the cooker temperature is above or below the desired level, due to the inaccuracy in the estimation made by the user. Here the time set by the user is the control signal, and the timer will execute the control process.

The timer-based applications are the best examples of open-loop control systems such as traffic signal controllers, the signals produced by the controller are time-dependent. When the controller is installed at any crossing, each signal will be displayed as per the pre-set timings, irrespective of the amount of traffic present. Like, other examples of open-loop control systems are the washing machine, fan regulator, room heater, etc.

Open-Loop Control System Advantages

The open-loop control systems are easier to construct. They are economical as they comprise a smaller number of components as compared to closed-loop control systems. Generally, open-loop control systems are not sensitive to external disturbances hence these are more stable when compared with closed-loop control systems.

Disadvantages of Open-LoopControl System

The open-loop control systems lack accuracy and versatility, they cannot adapt to the variations in environmental conditions or external disturbances. Hence these can be used in simple applications only.

Important Topics for Gate Exam
Induction Motor Inductors in Parallel
Kinematic Pair Kirchhoff’s Law
Laplace Transform Maximum Shear Stress Theory
Modulus of Elasticity Neutral Axis
Newtonian Fluids Newtonian Mechanics
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