July 24, 2006

Blog HOWTO

Here's some tricks I'm using to help manage this blog, particularly with ROOT.

Because I sometime do the same thing multiple times, I'm often pretty careless with filenames, particularly for plots. So, I've decided to organize all of my plots by date; I'm usually not stupid enough to make the same filename muliple times on the same day.

So, I create a directory in my blog:
$(HOME)/www/blog/upload/2006/07/24/
That is, my main blog directory, an upload path, and the current date (24 July 2006) in a well-formated fashion.

For one-off uploads, I use the built-in MoveableType file uploader (which ignores the "day" part of this path and just uses month). But I make a lot of plots; for that, I like to use a ROOT macro, which I explain below...

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And Even More Wide Strip Efficiencies

Two more cases for Laurie:

(20cm5f2cm) 5 fibres spread across a 20 cm wide strip, as before, but make the strip 2cm thick (instead of 1 cm).
(20cm6f) 6 Fibres spread across a 20 cm wide stirp.

(20cm5f2cm )14.7% (compare to 20.5% for a 1cm-thick).
(20cm6f) 23.5%

As usual.. increasing the number of fibres helps (as always) and having a thicker counter helps. But you're better off having two 1cm counters than a single 2cm counter.

And, of course, these multifibre strips are probably a pain in the ass to manufacture.. but I'm no expert on that.

---Nathaniel

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July 19, 2006

Wide Strip Efficiencies

Factory results continue. here's the results for the wide fibres requested:

The cases here are
(8cm1f) An 8cm-wide strip with a single central fibre
(8cm2f) An 8cm-wide strip with two fibres, like two MINOS strips joined together

(20cm4f) A 20cm-wide strip with 4 fibres at +/-2 and +/- 6cm.
(20cm5f) A 20cm-wide strip with 5 fibres, like 5 MINOS strips stuck together.

The efficencies are:
(8cm1f) 11.2%
(8cm2f) 19.8% very similar to the standard MINOS strips
(20cm4f) 17.0%
(20cm5f) 20.5% again, very similar to the standard MINOS strips

Again, statistical uncertainty is roughly +/- 0.2%.

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July 18, 2006

Fibre Position Extravaganza

Below are the efficiencies for getting to the fibre (not in it) for a standard MINOS strip with multiple fibre configurations. The configurations I use are shown below:

abcde

New: Two more configurations. Like (e), but:
(f) three fibres at +/-1.2cm and 0cm
(g) three fibres at +/- 1.0cm and 0cm.

The efficencies are:
(a) 19.1%
(b) 28.2%
(c) 31.9%
(d) 29.8%
(e) 40.3%
(f) 41.9% new
(g) 41.6% new

The statistical uncertainty is about 0.2% in each case.

Below the fold is an illustration of how far the photons have to go before they hit the fibre, and the pathlength vs transverse position.

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