Kontinuierlich
Kontinuierliche Funktionsblöcke wie z.B. Derivative und Integrator
Verwenden Sie Blöcke aus der Bibliothek „Continuous“, um Differentialgleichungen zu modellieren. Sie können die zeitliche Ableitung eines Signals nehmen. Sie können ein Signal integrieren oder verzögern. Sie können PID-Regler und lineare Systeme mithilfe von Übertragungsfunktionen oder Zustandsraumdarstellungen modellieren.
Blöcke
| Derivative | Berechnen der ungefähren kontinuierlichen Ableitung eines kontinuierlichen Eingangssignals gegenüber der Zeit |
| Descriptor State-Space | Model continuous linear system as system of implicit state-space equations |
| Entity Transport Delay | Introduce a delay in propagation of a SimEvents message |
| First Order Hold | Implement linearly extrapolated first order hold on input signal |
| Integrator | Integrate signal |
| Integrator Limited | Integrate signal |
| PID Controller | Continuous-time or discrete-time PID controller |
| PID Controller (2DOF) | Continuous-time or discrete-time two-degree-of-freedom PID controller |
| Second-Order Integrator | Second-order integration of input signal |
| Second-Order Integrator Limited | Second-order integration of input signal |
| State-Space | Model continuous linear system as system of explicit state-space equations |
| Transfer Fcn | Lineares System als Übertragungsfunktion modellieren |
| Transport Delay | Delay input by given amount of time |
| Variable Time Delay | Delay input by variable amount of time |
| Variable Transport Delay | Delay input by variable amount of time |
| Zero-Pole | Model system using zero-pole-gain transfer function |
Themen
- Model a Continuous System
Model a system with variables defined at all time values.
- Model Conveyor Belt as Cyber-Physical System
This example shows how to model a variable-speed conveyor belt as a cyber-physical system by combining continuous-time, discrete-event, and finite-state modeling techniques.
