Mind map
OBSERVABILITY
Map content
OBSERVABILITY
Duality of controllability
Estimates the states of the system from the knowledge of their inputs and outputs
Supplementary structural characteristic of a state representation of a system
Use
- Solve more quickly the problems of reconstruction of non-measurable state variables from those that yes are
Importance in practice
- Control by state feedback
- Some state variables are not accessible for direct measurement
- It is necessary to determine the non-measurable variables to construct the control signals
- Some state variables are not accessible for direct measurement
- Control by state feedback
A state xi is observable in t0 whenever it is possible to determine xi (t0) knowing y (t).
- Given the system
- it is observable if and only if the matrix O is of full rank (n)
- Observability matrix
- it is observable if and only if the matrix O is of full rank (n)
- Given the system
Non-observable states
- Are those from which your output is permanently zero before null entry
Information
- Description
- Mind Map on OBSERVABILITY, created by Kenia Itzel Guzmán Plata on 07/11/2018.
- Created by
- Kenia Itzel Guzmán Plata
- Views
- 0
- Rating