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PDF statistics: 274 PDF objects out of 1000 (max. 8388607) 198 compressed objects within 2 object streams diff --git a/Nov2017/piezopresentation.pdf b/Nov2017/piezopresentation.pdf index 74aed74bc6148a471256a3373928ed98a793819d..adcef31379e331c0195fea6c40a8d1ad637546e8 100644 Binary files a/Nov2017/piezopresentation.pdf and b/Nov2017/piezopresentation.pdf differ diff --git a/Nov2017/piezopresentation.synctex.gz b/Nov2017/piezopresentation.synctex.gz index 47ae15d5fb58e0d926d469b870ddc4806af7cd34..a2e8a5a991f73bb53c4c5d8f10893927e234afc0 100644 Binary files a/Nov2017/piezopresentation.synctex.gz and b/Nov2017/piezopresentation.synctex.gz differ diff --git a/Nov2017/piezopresentation.tex b/Nov2017/piezopresentation.tex index ed860562ffdf1e28856a0eaca3c7cb212a238b2b..d7379d25889dd7017390e34df6151ab422903468 100644 --- a/Nov2017/piezopresentation.tex +++ b/Nov2017/piezopresentation.tex @@ -90,8 +90,8 @@ \end{align*} \end{center} \uncover<2>{ -$P(t)$ cavity probe baseband\\ -$F(t)$ forward signal+beam\\ +$P(t)$ cavity probe baseband [a.u.]\\ +$F(t)$ forward signal+beam [a.u.] \\ $\delta(t)$ frequency offset [Hz], $\delta_0$ unknown zero level \\ $C$ complex calibration constant \\ $\Omega_k$, $Q_k$ mechanical resonances\\ @@ -102,9 +102,9 @@ $K_k^{\textrm{piezo}}$ piezo actuator (real gains) \begin{frame} - \frametitle{Assumptions on $F(t)$ and $P(t)$} + \frametitle{Assumptions on $P(t)$ and $F(t)$} -If we assume (almost) perfect control $P(t)=P_{ref}(t)$ +If we assume (almost) perfect control of $P(t)$ the ILC algorithm can be simplified, Lorentz force from $P(t)$ becomes repeatable Do not want to make that assumption @@ -113,6 +113,8 @@ Pros: Piezo control works regardless of cavity control. Might be important for c Cons: Slightly more complicated +Should be discussed! + \end{frame} @@ -342,7 +344,6 @@ Parameter $\sigma$ controls robustness/aggressivness of inverse Robustification, error handling, operation - \end{frame}