diff options
Diffstat (limited to 'active_correction')
| -rw-r--r-- | active_correction/chapter.tex | 35 |
1 files changed, 29 insertions, 6 deletions
diff --git a/active_correction/chapter.tex b/active_correction/chapter.tex index e40ff9d..d7b6a4e 100644 --- a/active_correction/chapter.tex +++ b/active_correction/chapter.tex @@ -34,12 +34,35 @@ Some of these strategies have already been implemented, others are partially imp others are still just ideas. %
I hope to show that active correction is a particularly useful strategy in MR-CMDS. %
+[SPECTRAL DELAY PARAGRAPH]
+
+[POYNTING CORRECTION PARAGRAPH]
+
+[EXCITATION POWER CORRECTION PARAGRAPH]
+
+[CHOPPING PARAGRAPH]
+
+[FIBRILLATION]
+
\section{Spectral delay correction} % ============================================================
+\begin{figure}
+ \caption[CAPTION TODO]{
+ CAPTION TODO: SPECTRAL DELAY CORRECTION FIGURE
+ }
+\end{figure}
+
\section{Poynting correction} % ==================================================================
+\begin{figure}
+ \caption[CAPTION TODO]{
+ CAPTION TODO: POYNTING CORRECTION FIGURE
+ }
+\end{figure}
+
\section{Excitation power correction} % ==========================================================
+\clearpage
\section{Chopping} % =============================================================================
\subsection{Scatter} % ---------------------------------------------------------------------------
@@ -225,12 +248,6 @@ number of laser shots. % Taking twice as many laser shots when dual chopping brings the signal to noise to at least as good
as the original single chopping. %
-Fibrillation is the intentional randomization of excitation phase during an experiment. %
-Because the interference term depends on the phase of the excitation field relative to the signal,
-averaging over many shots with random phase will cause the interference term to approach zero. %
-This is a well known strategy for removing unwanted interference terms \cite{SpectorIvanC2015a,
- McClainBrianL2004a}. %
-
\subsection{Normalization of dual-chopped self-heterodyned signal}
%\begin{table}[!htb]
@@ -280,4 +297,10 @@ Now, substituting in BRAZARD formalism: \section{Fibrillation} % =========================================================================
+Fibrillation is the intentional randomization of excitation phase during an experiment. %
+Because the interference term depends on the phase of the excitation field relative to the signal,
+averaging over many shots with random phase will cause the interference term to approach zero. %
+This is a well known strategy for removing unwanted interference terms \cite{SpectorIvanC2015a,
+ McClainBrianL2004a}. %
+
\section{Conclusions} % ==========================================================================
\ No newline at end of file |