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If Strictly Proper? is TRUE, the model is strictly proper. For a state-space model to be strictly proper, the D matrix must be a null matrix. For a transfer function or a zero-pole-gain model to be strictly proper, the order of the polynomial of the numerator must be less than the order of the polynomial of the denominator. The default is TRUE.
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Sampling Time (s) defines whether the model represents a continuous-time system or a discrete-time system. If the model represents a continuous-time system, Sampling Time (s) must equal 0. If the model represents a discrete-time system, Sampling Time (s) must be greater than 0 and equal to the sampling rate, in seconds, of the discrete system. A value of -1 specifies that Sampling Time (s) is irrelevant. The default is 0.  | Note If you use the inputs to create a continuous-time system, setting the Sampling Time (s) to a value greater than 0 does not yield the discrete-time equivalent of the system. You must use the CD Convert Continuous to Discrete VI to convert the continuous-time system to the discrete-time equivalent of the system. |
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Number of Inputs specifies the number of inputs for the random system this VI creates. The default is 1.
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Number of Outputs specifies the number of outputs for the random system this VI creates. The default is 1.
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System Order specifies the order (dimension of matrix A) of the multiple-input multiple-output (MIMO) system this VI uses for the random model generation. The default is 2. LabVIEW does not use this input if you wire values to the Poles input. By default, the poles that the System Order specifies are stable.
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error in describes error conditions that occur before this node runs. This input provides standard error in functionality.
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Element Range defines the absolute value of the range of the integer coefficients this VI uses to define the model. The default is 10.
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Poles determines the number and location in the complex plane of randomly generated poles.
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Non Random Poles specifies information about the controllability and observability of non-random poles.
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Controllable and Observable Modes specifies the location of the controllable and observable poles of the system model.
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Uncontrollable Modes specifies the location of the uncontrollable poles of the system model.
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Unobservable Modes specifies the location of the unobservable poles of the system model.
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Uncontrollable and Unobservable Modes specifies the location of uncontrollable and unobservable poles of the system model.
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Random Real specifies the location of the stable, unstable, and marginally stable random real poles.
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Real Stable specifies the number of stable random real poles.
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Real Unstable specifies the number of unstable random real poles.
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Real Marginally Stable specifies the number of marginally stable random real poles.
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Random Complex Pairs specifies the location of the stable, unstable, and marginally stable random complex pair poles.
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Complex Stable specifies the number of stable random complex pair poles.
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Complex Unstable specifies the number of unstable random complex pair poles.
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Complex Marginally Stable specifies the number of marginally stable random complex pair poles.
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Random Model is the random model that this VI creates. To access and modify the data in the model, use the Model Information VIs.
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Minimum Realization? indicates if the random model is a minimum realization. The model must be controllable and observable to be a minimum realization.
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error out contains error information. This output provides standard error out functionality.
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