this is for holding javascript data
Steven T. Myers edited subsubsection_Choice_of_row_separation__.tex
about 8 years ago
Commit id: bdc132ba751c1c21174f59ee51fbcac4a552bab3
deletions | additions
diff --git a/subsubsection_Choice_of_row_separation__.tex b/subsubsection_Choice_of_row_separation__.tex
index 635d637..cddc294 100644
--- a/subsubsection_Choice_of_row_separation__.tex
+++ b/subsubsection_Choice_of_row_separation__.tex
...
\subsubsection{Choice of row separation}
The nominal separation given in the TIP of $\theta_{row}=7.25^\prime$ was derived by setting a uniformity specification of 1\% or better at 3.6GHz. However, this value does not produced an integer number of rows over a convenient span (say integer number of degrees). It would be beneficial for the tiling if it were to do so. Obvious options are to use $7.2^\prime$ or $7.5^\prime$ instead. Implications of these changes on the scan speed (using \S~\ref{sec:otfsetup}) and other parameters are:
\begin{itemize}
\item $\theta_{row}=7.2^\prime$ : There are 25 rows in $3^\circ for a total of 750 rows in the 90 degrees of the North, and an
additional 333 (formally 333.33) rows in the South to get to $\delta = -40^\circ$ plus one at the equator, giving a total of 1084 rows in the survey. The scan rate would be $\dot{\theta}=3.310^\prime$/sec.
\item $\theta_{row}=7.5^\prime$ : There are 8 rows per degree for a total of 720 rows in the North, one on the equator, and 320 rows to $\delta = -40^\circ$ giving a total of 1041 rows in the survey. The scan rate would be $\dot{\theta}=3.177^\prime$/sec.
\end{itemize}