.Modelica_LinearSystems2.StateSpace.Internal

Information

Package of internal material of record StateSpace (for advanced users only)

Contents

NameDescription
 assignOneOrTwoPolesAlgorithm to assign p (p = 1 or 2) eigenvalues
 assignOneOrTwoPoles_alphaAlgorithm to assign p (p = 1 or 2) eigenvalues
 characterizeEigenvalueCheck stability, stabilizability, controllability, observability nad detectability of the single poles
 cntrHessenbergCalculate the controllable part of a SISO system
 complexPolesGenerate a zeros-and-poles representation from state space representation
 complexZerosCalculate the zeros of the related transfer function
 controllablePolesCompute the controllable and uncontrollable poles of a state space system
 dampingFrequencies and damping of state space system
 dgreeOfRedSysCalculate the controllable and observable part of a state space system
 householderHouseholder transformation
 invariantZerosWithRealMatrixCompute invariant zeros of linear state space system (system given by A,B,C,D matrices)
 invariantZeros2Compute invariant zeros of linear SISO state space system with a generalized system matrix [A, B, C, D] which is of upper Hessenberg form
 invariantZerosHessenbergFast version to calculate the system zeros of a SISO system with D=[0] and A has upper Hessenberg form, delivered by StateSpace.reduceSystem
 isSISOTo check a state space system to be SISO (or not)
 isControllableAndObservableSISOTo check whether a SISO system is controllable and observable
 isControllableSISOTo check a SISO system whether it is controllable
 isControllableMIMOTo check a MIMO system whether it is controllable
 isDetectableSISOTo check whether a SISO system is detectable
 isDetectableMIMOCheck whether a MIMO system is detectable
 isObservableSISOTo check whether a SISO system is observable
 isObservableMIMOTo check a MIMO system whether it is observable
 isStabilizableSISOTo check whether a SISO system is stabliziable
 isStabilizableMIMOTo check whether a MIMO system is stabliziable
 numberOfPolesCalculate the number of poles of the related transfer function
 numberOfPolesAndZerosCalculate the number poles and of zeros of the related transfer function
 numberOfZerosCalculate the number of zeros of the related transfer function
 partialGainAlgorithm for partial gain
 polesAndZerosGenerate poles and zeros from state space representation
 readLength_nuRead the number of inputs nu of a state space system from a file
 readLength_nxRead the order nx of a state space system from a file
 readLength_nyRead the number of outputs ny of a state space system from a file
 reducedCtrSystem2Calculate the controllable part of a SISO system
 scaleFactor1Return scale factor for first order block
 scaleFactor2Return scale factor for second order block
 staircaseQRStaircase algorithm to put a state space system to controller Hessenberg form
 staircaseSVDStaircase algorithm based on singular value decomposition
 trianUpperHessTriangulize an upper Hessenberg matrix by repeatedly applicated householder reflexion
 transposeStateSpaceReturn the transposed state space system
 reduceRosenbrockAlgorithm to compress the generalized system matrix [A, B; C, D] to calculate the invariant zeros of a system
 reducedCtrSystemCalculate the controllable part of a SISO system
 reducedCtrSystemXCalculate the controllable part of a SISO system
 read_dslinRead a StateSpace data record from mat-file
 absComplexVectorReturn the absolute values of all elements of a complex vector that is defined by a vr[:] vector (real part) and a vi[:] vector (imaginary part)
 polesAndZeros_OldPlot poles (i.e. eigenvalues) and/or invariant zeros of a state space system (previous version of polesAndZeros that is kept, just in case)
 bodeSISO_OldPlot bode plot of the corresponding transfer function
 bodeMIMO_oldPlot bode plot of all transfer functions, corresponding to the state space system

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