vault backup: 2024-10-16 16:47:45
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@ -29,7 +29,10 @@ b_{min} \leq b +e_b \leq b_{max} \\
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k_{min} \leq k +e_k \leq k_{max}} $$
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where $e_m$ is the difference between the nominal mass and the actual as-built mass. $e_b$ and $e_k$ follow similar logic. Structured perturbations are easy to use to create perturbed plants: simply pick values for $e_m$, $e_b$, and $e_k$ that are within the allowable bounds and plug them in to create a new, perturbed transfer function.
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Structured perturbations do suffer from a limit
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**Limitation:** *Structured perturbations limit the form of perturbation possible to sample.* Because structured perturbations either are chosen a priori or through a parametric study, the form of possible perturbed plants is limited. Structured perturbations do not allow for unmodelled dynamics to be included as a possible perturbation.
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The other type of uncertainty considered is unstructured uncertainty. This type of uncertainty does not assume a form
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(The disk multiplicative perturbation)
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(Explain how actually getting to W_2 isn't really trivial).
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