Calculate Alpha_s: Jet Multiplicity Rates

In summary, the conversation discusses how to calculate alpha_s (strong coupling constant) from jet multiplicities using (1+1) and (2+1) jet events rates. The process involves considering Feynman diagrams and taking into account the presence of a gluon in the 3 jet rate. The amplitude for e+e- --> q _q is also mentioned and the speaker asks for additional resources for the calculations of e+e- --> q _q g.
  • #1
serleon
2
0
Hi!
Any idea of how to calculate alpha_s (strong coupling constant) from jet multiplicities, that means using (1+1) and (2+1) jet events rates?
Thanks
 
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  • #2
Think about the Feynman diagrams which make up the processes. At leading order the 2 jet rate is has two quarks in the final state, while the 3 jet rate has 2 quarks and a gluon. The gluon is radiated from a quark line, so there will be an extra factor of alpha_s.
 
  • #3
As I have found, the amplitude for e+e- --> q _q would be (see attach)...
Maybe any other resource or book where I could find the calculations for e+e- --> q _q g
 

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1. What is "Calculate Alpha_s: Jet Multiplicity Rates"?

"Calculate Alpha_s: Jet Multiplicity Rates" is a scientific method used to determine the strong coupling constant (αs) in Quantum Chromodynamics (QCD) by analyzing the number of jets produced in high-energy particle collisions.

2. How does "Calculate Alpha_s: Jet Multiplicity Rates" work?

This method involves measuring the jet multiplicity rates, or the number of jets produced at different energy levels, in high-energy particle collisions. These rates are then compared to theoretical calculations to determine the value of αs.

3. Why is it important to calculate Alpha_s?

The strong coupling constant, αs, is a fundamental parameter in QCD and plays a crucial role in understanding the behavior of the strong nuclear force. Accurately determining αs allows for more precise predictions and calculations in high-energy physics experiments.

4. What are the challenges in calculating Alpha_s using jet multiplicity rates?

One of the main challenges is the presence of experimental and theoretical uncertainties, which can affect the accuracy of the results. Additionally, the strong coupling constant is energy-dependent, so a wide range of collision energies must be studied to obtain a precise value.

5. What are the applications of Alpha_s in other areas of physics?

Alpha_s is not only important in high-energy particle physics, but it also has implications in other areas such as astrophysics and cosmology. It plays a crucial role in understanding the behavior of quarks and gluons in the formation of matter in the early universe, as well as in the study of quark-gluon plasma in heavy-ion collisions.

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