LFRT version 2.0 for Matlab: examples
Examples for "copy and paste", explanations are given in the manual.
The tutorial is a better introduction to the toolbox.
- Example 2.1: Function "lfr", "lfrdata", "uplft".
- Example 2.2: Linear systems converted to LFR-objects.
- Example 2.3: Use of the function lfr for defining Delta-blocks.
- Example 2.4: Function "uplft" (upper LFT).
- Example 2.5: The lower LFT.
- Example 2.6: Function "lfr/eval" (as star product).
- Example 2.7: Function "lfr/eval" (as "abcd2lfr").
- Example 2.8: Functions "lfr/set" and "normalizelfr".
- Example 2.9: The "constant block" for non-invertible LFR-objects.
- Example 2.10: Well-posedness and non-singularity radii.
- Example 2.11: Object-oriented LFR-object realization.
- Example 2.12: Object-oriented LFR-object realization.
- Example 2.13: Realization from symbolic objects.
- Example 2.14: Problem due to the "non-commutativity" of parameters.
- Example 3.1: Function "rf2lfr" (right factorization).
- Example 3.2: Function "abcd2lfr".
- Example 3.3: Functions "bnds2lfr" and "abcd2lfr".
- Example 3.4: Generalized Morton's realization.
- Example 3.5: Realization after Horner's factorization.
- Example 3.6: Function "symtreed" (structured tree decomposition).
- Example 4.1: Function "minlfr1" 1-D order reduction.
- Example 4.2: Function "minlfr1" 1-D order reduction.
- Example 4.3: Function "minlfr" advantage of the n-D order reduction.
- Example 4.4: Function "min_max" for approximation bounds.
- Example 4.5: Functions "reduclfr" and "udistlfr" for LFR-object approximation.
- Example 5.1: Modelling of full dynamic uncertainties.
- Example 5.2: Complex scalar repeated uncertainties.
- Example 6.1: Missile continuum of linearized models (symbolic approach 1).
- Example 6.2: Missile continuum of linearized models (lfr approach 1).
- Example 6.3: Missile continuum of linearized models (symbolic approach 2).
- Example 6.4: Missile continuum of linearized models (lfr approach 2).
- Example 6.5.loop: Invoked by Examples 6.5 and 6.6.
- Example 6.5 Missile equilibrium surface by interpolation.
- Example 6.6: Missile continuum of linearized models by interpolation.
January 25, 2006
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