There are so many fascinating questions we can ask. As an undergraduate
at Rochester, I worked on several projects:
1. Measurement of B(t->Wb)
2. Top Spin Correlations
in e+e- Colliders
3. Quarknet
1. Meaurement of B(t->Wb). When a top quark is created in the Tevatron Accelerator at Fermilab (qqbar->ttbar), it decays remarkably fast (10-24 seconds) into a W boson and another quark, either a down (d), strange (s), or bottom (b) quark (or perhaps a quark yet to be discovered). However, according to the Standard Model of Particle Physics, the probability of this quark being a bottom quark is so extraordinarely close to 100% that we expect to see only that. We define the branching ratio of the process (t->Wb) to be (roughly) the fraction of decays going to a bottom quark (b) divided by the total number of decays going to any allowed quark (d,s,b). It can be computed theoretically in terms of the Cabibbo-Kobayashi-Maskawa Mixing Matrix elements, and can be measured experimentally by looking at the decay statistics in the detector.
This number is very important and provides a wonderful probe of the Standard Model. As mentioned above, we expect it to be pretty large but it is also possible that this ratio might be smaller than expected. If that is true, it might provide evidence of a fourth generation, or perhaps a new decay process we weren't expecting.
This research was done under the supervision of
Professor Thomas
Ferbel and graduate student Gregory Davis at the University of Rochester
and at the D0 Detector at Fermilab.
2. Top Spin Correlations in e+e- Colliders. As I mentioned in Section (1), the top quark decays very rapidly; so rapidly, in fact, that it doesn't have time to do anything; this is absolutely extraordinary! Normally, quarks do not stay as individual particles but create composite particles called hadrons, bound states of quarks and antiquarks. This process is called hadronization. When this happens, a lot of information is lost to us and we can only infer the existence of the quark by considering these hadrons, which is what we see in the detector. However, the top quark doesn't have time to create hadrons before it decays, and so when the top decays to a W boson and a b-quark (see (1)), the information that is normally lost in the hadronization process is preserved, and we are given a wonderful oppertunity to measure things previously closed to us!
One of these measurements that we can make is something called spin correlations. Top quarks are spin-1/2 fermions; this means that they can have two different helicity states: -1 (or LEFT-HANDED) and +1 (or RIGHT-HANDED). We parametrize these states in terms of something called a helicity angle. There is more than one way to parametrize this angle; each different parametrization is called a spin helicity basis. By looking at different helicity bases, we are trying to find correlations between the helicities of the initial particles (in this case, the original electron or positron) and the final state particles (in this case, the final state leptons emerging from the decay of the W boson). These correlations can be calculated in the Standard Model, and since the top quark doesn't hadronize we can measure these spin correlations in the detector (the reason we can't do this for other quarks is because the hadronization process "smears" the spin information of the quarks, and we can no longer make a measurement of the quark properties, only the overall hadron properties).
Currently, these measurements have already been done by Stephen Parke and others at Fermilab; but they have only been calculated in terms of this helicity angle. This is not an observable quantity, however: the only things that can been measured in a detector are energy and momentum. This is where I come in. By using an computer simulation I am trying to express these results in terms of expected energy-momentum distributions. Once these are calculated the experimentalists can go and measure the correlations in the detector and compare the results to mine. This would be done at the Next Linear Collider (NLC) which is currently in the pre-planning stages.
This research is being done under the supervision
of Professor Lynne
Orr and former graduate student Dr.
Cosmin Macesanu (now at Oklahoma State University) at the University
of Rochester.
3. Quarknet. The Quarknet Program was originally started at CERN and then migrated to Fermilab. It is a program designed for High School physics teachers. They design and run an experiment over the summer, and then use the experiment to do labs with their students during the following school year. In 2000, we built muon telescopes. Muon particles (heavy versions of the electron) come from cosmic rays that hit the atomosphere. They are all around us adding to the natural background radiation of the Earth. We have designed detectors for these particles. The teachers came in August and build these detectors and then used them for labs in their physics classes.
During the Summer of 2000, my work in this project
was to help design the user interface with Wells Wulson, then a visiting
student from Harvard University. The actual detectors were built
by the physics teachers themselves. Wells and I also helped to
"teach" any necessary physics, and also to aid as a sort-of lab assistant.
Also, during the following school year, I also worked to provide any
extra necessary aid in running the experiments, setting up the cloud
chamber for student demonstrations and answering questions. Here's
a picture of Wells and me:
For more information on the Quarknet program, check
out the Quarknet Homepage
at the UofR Physics Department. It is run by Professor
Kevin McFarland and high school physics teacher Paul Pavone.
High
Energy Physics at the University of Rochester
High Energy Physics
at Johns Hopkins University
SPIRES: SLAC/Stanford
University Library and Archives
Los Alamos National Archives
Some of the major particle accelerator laboratories:
Fermi National Accelerator
Laboratory (Fermilab)
Stanford Linear Accelerator
Center (SLAC)
Centre Europeenne
pour la Recherche Nucleaire (CERN)