[d2n-analysis-talk] DL.bit3 Analysis
Brad Sawatzky
brads at jlab.org
Thu Sep 2 16:21:37 EDT 2010
Repost.
On Fri, 27 Aug 2010, Brad Sawatzky wrote:
>
> On Thu, 26 Aug 2010, David Flay wrote:
>
> > Looking at hits 0 and 1, I plotted their TDC histograms (see attached). A
> > plot of hit 0 shows a self-timing peak at ~1000 channels. We see a broad
> > peak at ~700 channels featured in hit 1, in addition to a large peak <=20
> > channels. I'm not quite sure why this is...
>
> I presume it's because you are plotting DL.bit3[1] even when
> NData.DL.bit3 == 1 (so DL.bit3[1] is really undefined).
>
> > Also -- If I make a cut (DL.evtypebits&(1<<3))==(1<<3) on the DL.bit3
> > histogram, events still show up outside the cut range specified in the
> > source (THaDecD (see attached -- red line [dead time pulse + evtypebits
> > cut] overlaps exactly with black line [dead time pulse cut]). Wouldn't
> > the evtypebits pick out only those events that are within the (200,1500)
> > cut window?
>
> DL.evtypebits is a pretty trivial quantity and is defined quite explicitly
> in the DecData class. You can only get into trouble (and get inconsistent
> results) if the number of actual hits (for DL.bitN in this case) is handled
> incorrectly. (So, the inconsistent results suggest that there is an
> indexing problem associated with the histograms you're generating.)
>
> You can also run into issues with when cutting on DL.evtypebits if
> mathematical operator precedence if you're not careful with parentheses.
> Your expression above looks good though, so I don't think that is the case
> here, but I thought I'd mention it just in case you're missing parentheses
> inside your actual code.
>
> Please poke into the details and track down why you're seeing a
> discrepancy. Then add this to next weeks report so the other students can
> learn to recognize and avoid the problem too.
>
> -- Brad
>
--
Brad Sawatzky, PhD <brads at jlab.org> -<>- Jefferson Lab / Hall C / C111
Ph: 757-269-5947 -<>- Fax: 757-269-5235 -<>- Pager: brads-page at jlab.org
The most exciting phrase to hear in science, the one that heralds new
discoveries, is not "Eureka!" but "That's funny..." -- Isaac Asimov
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