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State space analysis is an advanced method for the investigation of dynamic systems. It relies on the analysis of state variables that are usually vectors comprising a critical system variable, its derivative and optionally additional variables. The state variable description of a system has the form y = Hx + ju x: State of the system (column vector, n elements for an nth order system) F: n * n system matrix G: n * 1 input matrix (column matrix) H: 1 * n output matrix (row matrix) j: direct transmission term y: system output u: system input

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  • State space analysis
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  • State space analysis is an advanced method for the investigation of dynamic systems. It relies on the analysis of state variables that are usually vectors comprising a critical system variable, its derivative and optionally additional variables. The state variable description of a system has the form y = Hx + ju x: State of the system (column vector, n elements for an nth order system) F: n * n system matrix G: n * 1 input matrix (column matrix) H: 1 * n output matrix (row matrix) j: direct transmission term y: system output u: system input
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abstract
  • State space analysis is an advanced method for the investigation of dynamic systems. It relies on the analysis of state variables that are usually vectors comprising a critical system variable, its derivative and optionally additional variables. The state variable description of a system has the form y = Hx + ju x: State of the system (column vector, n elements for an nth order system) F: n * n system matrix G: n * 1 input matrix (column matrix) H: 1 * n output matrix (row matrix) j: direct transmission term y: system output u: system input
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