Modelli con ritardi temporali
Sistemi con ritardi di input, output, trasporto e interni
Utilizzare le proprietà
ioDelay dei modelli di sistemi dinamici per rappresentare i ritardi temporali. Vedere Time Delays in Linear Systems.
|Padé approximation of models with time delay
|Replace time delays by poles at z = 0 or phase shift
|Generate fractional delay filter based on Thiran approximation
|True for linear model with time delays
|Determine if model has internal delays
|Total combined I/O delays for LTI model
|Create state-space models with delayed inputs, outputs, and states
|Construct state-space model with internal delays
|State-space representation of internal delays
Nozioni di base sul ritardo temporale
- Specifying Time Delays
This example shows how the Control System Toolbox™ lets you represent, manipulate, and analyze any LTI model with a finite number of delays.
Ritardi temporali del modello
- Time Delays in Linear Systems
Represent input and output delays, transport delays, or internal delays in dynamic system models.
- Closing Feedback Loops with Time Delays
Interconnecting models that have time delays can give rise to internal delays.
- Internal Delays
Internal delays can model feedback loops with delays.
- Convert Time Delay in Discrete-Time Model to Factors of 1/z
Incorporate input, output, or transport delays as factors of 1/z in a discrete-time model.
- Frequency Response Data (FRD) Model with Time Delay
Absorbing time delays into frequency response data can cause undesirable phase wrapping at high frequencies.
Ritardi temporali approssimativi
- Time-Delay Approximation
Approximate time delays with all-pass filters for control-design techniques that cannot handle time delays directly.
- Time-Delay Approximation in Continuous-Time Open-Loop Model
Use the Padé approximation to approximate time delays in continuous-time models.
- Time-Delay Approximation in Continuous-Time Closed-Loop Model
Approximate delays in a continuous-time closed-loop system with internal delays.
- Approximate Different Delays with Different Approximation Orders
You can use different approximation orders to model different types of delays, such as internal and output delays.