Skip to content
Hub Nexus

No author yetClaim it

Version 1Updated 1 min read

Support

System Specification

There are a number of different specifications that might need to be met by a new system design. In this chapter we will talk about some of the specifications that systems use, and some of the ways that engineers analyze and quantify technical systems.

Sensitivity

The sensitivity of a system is a parameter that is specified in terms of a given output and a given input. The sensitivity measures how much change is caused in the output by small changes to the reference input. Sensitive systems have very large changes in output in response to small changes in the input. The sensitivity of system H to input X is denoted as:

{S}_{H}^{X} ( s )

Disturbance Rejection

All physically-realized systems have to deal with a certain amount of noise and disturbance. The ability of a system to reject the noise is known as the disturbance rejection of the system.

Control Effort

The control effort is the amount of energy or power necessary for the controller to perform its duty.

This page of the Control Systems book is a stub. You can help by expanding this page, but make sure to follow the local manual of style. If you would like to help, but you don't know how, you can ask on the main discussion page. (All Stubs)

Where this page came from

This page was imported from Wikibooks. From “Control Systems” on Wikibooks, by its contributors, under CC BY-SA 4.0. Changed here: set as a page; navigation and edit links left out; each image under its own licence, credited in its caption.

Nobody has written it yet — it is the source material at a new address, which is why search engines are asked to skip it and why no one earns from it. It is up for grabs: take it on, and it is yours to rewrite and to earn from.

Comments

Spinner Logo

Next in Control Systems

CC BY-SA 4.0
Control Systems, State Feedback
CC BY-SA 4.0
The design of control laws for [MIMO systems]( are more extensive in comparison to SISO systems because the additional inputs ($q > 1$) offer more options like defining the Eigenvectors or handling the activity of inputs. This also means that the feedback matrix K for a set of desired Eigenvalues of
CC BY-SA 4.0
In other words, we want to arbitrarily modify the response of our system to match any desired response. The requirements in this chapter are that the system be fully controllable and observable. If either of these conditions are not satisfied, the techniques in this method cannot be directly impleme
CC BY-SA 4.0
We will introduce some of the concepts in this chapter, and discuss them in greater detail in future chapters. This page of the **[Control Systems]( book is a stub. You can help by expanding this page, but make sure to follow the **[local manual of style]( If you would like to help, but you don't kn