What is a pi0, and why do I hate them? I’m glad you asked.
A pi0 (pronounced pi-zero) is a meson, which a quark and and anti-quark bound together. Back when we were taking data, a lot of them were made in the CLEO detector. Pi0’s are a bit harder to deal with than most of the other particles we detect, partly because they decay before they have a chance to actually enter the detector, and partly because their decay products (usually two photons, a.k.a. two packets of light) are not charged. We are a lot better at detecting charged particles than we are neutral particles. Nearly all of the detector is devoted to detecting charged particles, and we just have one component, the calorimeter, that detects neutrals.
One of the decays that I’m studying at the moment involves pi0s, so in order to look for that decay, I have to look for pi0s. But as usual in particle physics, when you look for something, you don’t find it all the time. The detector has cracks and dead bits and such which cause us to miss them a lot (about half the time actually). For the work I’m doing, it’s necessary that I know how many pi0s were produced in the detector, not how many I can actually observe. In order to figure out how many were produced from the number I observed, I use “fake data” — simulated particle decays that are fed into a complicated model of the detector that tell me at least in theory what fraction of the time I’ll be able to see the pi0 in the detector.
But of course nothing is perfect, certainly not complicated mock-ups of detectors (and simulations of physical processes that are not yet measured or theoretically understood!). So I have to figure out how accurate my fake data is at simulating the real data. I have been studying this for several months now. I have been thinking about pi0s so much that most of my dreams are about them. I keep having this recurrent dream where I’m calculating a bunch of numbers related to pi0 finding over and over again but the calculation never comes out right.
FINALLY the study is basically done and I’m going to give a talk about it this Friday. The study will be useful to people other than me, so I have gone to a lot of trouble to make it applicable to the work of others. You would think they would thank me for this, but in fact some people have implied recently that I have been keeping my work from them (never mind the fact that not a single one of them has ever come to me and said “hey I’m interested in your work, how’s it going”). Grrrrr. I’m glad this will all be over soon. Tomorrow I have the third appointment for my root canal, and it’s kind of a toss up at this point over what I least want to think about: the root canal or pi0’s.
I’m going to go and work on my talk now, even though I’d rather make these cookies.