packageStateSpace
Package of examples to demonstrate the usage of the StateSpace record
Extends from Modelica.Icons.ExamplesPackage (Icon for packages containing runnable examples).
Information
This package contains example function calls to demonstrate the usage of the functions operating with the StateSpace record.
Contents
| Name | Description |
|---|---|
| Example to check controllability of a state space system | |
| Example to compute dcGain of a state space system | |
| Example to check controllability of a state space system | |
| Example to check observability of a state space system | |
| Example to check controllability of a state space system and print the controllable poles | |
| Compute time response of a state space system | |
| Initial response example | |
| Impulse response example | |
| Example to compute the invariant zeros of a state space system | |
| Compute poles and invariant zeros of a SISO state space system by transformation to a minimal system | |
| Step response example | |
| Example to check controllability of a state space system in staircase form | |
| Transform a transfer function into a state space description | |
| Transform a zeros and poles description into a state space description | |
| Compute a transfer function matrix of a MIMO system from state space representation | |
| Example to compute a transfer function from SISO state space representation | |
| Compute a zeros-and-poles description of a MIMO system from state space description | |
| Example to compute a zeros and poles representation from SISO state space representation | |
| Example for pole placing using Ackermann's method | |
| Example for pole placing | |
| Example for Kalman filter design | |
| Example for LQG controller design | |
| Example for LQR controller design | |
| Generate a linear state space system from a (nonlinear) Modelica model | |
| Example for plotting eigenvalues and invariant zeros of a state space system | |
| Plot and print poles and zeros | |
| Constructs zeros-and-poles-transfers from state space representation and plots the Bode diagrams with automatic determination of the frequency range to plot | |
| Constructs a zeros-and-poles transfer function from state space representation and plots the Bode diagram with automatic determination of the frequency range to plot | |
| Impulse plot example | |
| Initial condition plot example | |
| Plot ramp response | |
| Step plot example | |
| Time response plot example | |
| Case studies of systems with zeros | |
| Example to demonstrate the transformation to Jordan- observabilitiy- and controllability canonical form | |
| Example how to extract input/output related subsystems from state space system record | |
| Example to compute the minimal state space realization of a given SISO state space realization |