.Modelica_LinearSystems2.StateSpace

Information

This record defines a linear time invariant differential equation system in state space form:

der(x) = A * x + B * u
    y  = C * x + D * u

with

• u ... the input vector,
• y ... the output vector,
• x ... the state vector,
• A, B, C, D - matrices of appropriate dimensions.

Contents

Name	Description
'constructor'	Collection of operators to construct a StateSpace data record
'-'	Collection of operators for subtraction of state space systems
'+'	Parallel connection of two state space systems (= inputs are the same, outputs of the two systems are added)
'*'	Series connection of two state space systems
'=='	Check whether two state space systems have identical matrices
'String'	Transform state space into a String representation
Analysis	Collection of functions to analyse state space system represented by a StateSpace record
Design	Package of functions to design state space controllers and observers
Plot	Package of functions to plot state space system responses
Conversion	Package of functions for conversion of StateSpace data record
Transformation	Package of functions for state space similarity transformations
Import	Package of functions to generate a StateSpace data record from imported data
Internal	Package of internal material of record StateSpace (for advanced users only)