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.

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) |

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