Simulink Control Design™ - MathWorks

(Tuis.) #1
Compute Operating Points from Specifications Using Linear
Analysis Tool..................................... 1-
Open Linear Analysis Tool........................... 1-
Define Operating Point Specifications.................. 1-
Trim Model ...................................... 1-
Constrain State Derivatives......................... 1-

Validate Operating Point Against Specifications .......... 1-
Validate Operating Point in Steady State Manager........ 1-
Validate Operating Point in Linear Analysis Tool .......... 1-
Validate Operating Point at the Command Line ........... 1-

Initialize Steady-State Operating Point Search Using
Simulation Snapshot ............................... 1-
Initialize Operating Point Search Using Steady State Manager
............................................ 1-
Initialize Operating Point Search Using Linear Analysis Tool
............................................ 1-
Initialize Operating Point Search at the Command Line .... 1-

Change Operating Point Search Optimization Settings..... 1-
Interactively Change Optimization Settings............. 1-
Programmatically Change Optimization Settings ......... 1-

Import and Export Specifications for Operating Point Search
................................................ 1-
Import and Export Specification Using Steady State Manager
............................................ 1-
Import and Export Specification Using Linear Analysis Tool. 1-

Compute Operating Points Using Custom Constraints and
Objective Functions ................................ 1-

Batch Compute Steady-State Operating Points for Multiple
Specifications ..................................... 1-

Batch Compute Steady-State Operating Points for Parameter
Variation......................................... 1-
Which Parameters Can Be Sampled?................... 1-
Vary Single Parameter............................. 1-
Multidimension Parameter Grids..................... 1-
Vary Multiple Parameters........................... 1-
Batch Trim Model for Parameter Variations............. 1-

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