Signal\Transfer Functions
ZOD
FOD
SOID
SOOD
SOUD
SOOLD
SOUDO
Domains: Discrete, Continuous. Size: 1-D. Allowed in: Block Diagrams.
This model describes a first zero process plus dead time determined by k and theta. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Parameters |
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k theta |
Proportional gain []. Dead time [s]. |
This model describes a first order process plus dead time determined by k tau and theta. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Initial Values |
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state_intitial |
The initial value of the output after the dead time has passed. |
Parameters |
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k tau theta |
Proportional gain []. Process time constant [s]. Dead time [s]. |
This model describes a second order process with integrator plus dead time determined by the parameters k and tau. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Initial Values |
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state1_initial state2_initial |
Internal state. The initial value of the output after the dead time has passed. |
Parameters |
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k tau theta |
Proportional gain []. Process time constant [s]. Dead Time [s]. |
This model describes an overdamped second order process plus dead time determined by the parameters k, tau1 and tau2. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Initial Values |
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state1_initial state2_initial |
Internal state. The initial value of the output after the dead time has passed. |
Parameters |
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k tau1 tau2 theta |
Proportional gain []. First process time constant [s]. Second process time constant [s]. Dead Time [s]. |
This model describes an underdamped second order process plus Dead Time, determined by the parameters k, tau and zeta. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Initial Values |
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state1_initial state2_initial |
Internal state. The initial value of the output after the dead time has passed. |
Parameters |
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k tau zeta theta |
Proportional gain []. Natural period of oscillation [s]. Damping factor [] Dead Time [s]. |
This model describes an overdamped second order process with lead time plus dead time determined by the parameters k, tau1, tau2 and tauL. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Initial Values |
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state1_initial state2_initial |
Internal state. The initial value of the output after the dead time has passed. |
Parameters |
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k tau1 tau2 tauL theta |
Proportional gain []. First process time constant [s]. Second process time constant [s]. Lead time constant [s]. Dead Time [s]. |
This model describes an underdamped second order process plus Dead Time, determined by the parameters k, omega and zeta. The transfer function of this process is:
Inputs |
Description |
input |
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Outputs |
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output |
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Initial Values |
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state1_initial state2_initial |
Internal state. The initial value of the output after the dead time has passed. |
Parameters |
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k omega zeta theta |
Proportional gain []. Natural frequency [rad/s]. Damping factor [] Dead Time [s]. |