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SOLUTIONS
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Functions
- BodePlot
- FeedbackSector
- FeedbackSectorStyle
- FeedbackType
- GainMargins
- GainPhaseMargins
- NicholsGridLines
- NicholsPlot
- NyquistGridLines
- NyquistPlot
- PhaseMargins
- PIDData
- PIDDerivativeFilter
- PIDFeedforward
- PIDTune
- PlotLayout
- PoleZeroMarkers
- RootLocusPlot
- SingularValuePlot
- StabilityMargins
- StabilityMarginsStyle
- Related Guides
Classical Analysis and Design
Mathematica provides a full suite of tools needed for the classical analysis and design of control systems, leveraging Mathematica's hybrid symbolic-numeric arithmetic capabilities as well as high-quality visualization methods. Built-in frequency response analysis tools include Bode, Nyquist, and Nichols plots, as well as singular-value visualization.
ReferenceReference
RootLocusPlot — plot root locations as a parameter varies
Frequency Responses
BodePlot — magnitude and phase plots of the frequency response
NyquistPlot — polar plot of the frequency response
NicholsPlot — magnitude vs. phase plot of the frequency response
GainPhaseMargins — compute gain and phase margins
SingularValuePlot — plot singular values of the frequency response
PID Tuning
PIDTune — automatic PID tuning for any linear system
PIDData ▪ PIDFeedforward ▪ PIDDerivativeFilter
Options
FeedbackType ▪ NicholsGridLines ▪ NyquistGridLines ▪ StabilityMargins ▪ StabilityMarginsStyle ▪ PlotLayout ▪ PoleZeroMarkers ▪ FeedbackSector ▪ FeedbackSectorStyle





