How do Kinematic Cuts Affect Cross-Section Calculation?

In summary, the conversation discusses the effect of kinematic cuts on the calculation of cross-section in particle production. It is mentioned that tight cuts result in a smaller number of produced particles, while loose cuts result in a larger number. The selection of particles for cross-section calculation is done by taking cuts around the peak of a particle and dividing the number of events by the flux. The differential cross-section is then integrated numerically within the allowed phase space region, with the cuts serving as boundaries. The question of how different cuts affect the calculated cross-section is raised.
  • #1
Manojg
47
0
Hi everybody,

I have a experimental question. In cross-section calculation of production of particles (say D), one counts the number of produced D. To selection the D one has to apply some kinematic cuts. If cuts are tight, number of D will be less and if cuts are loose, number of D will be large. So, cuts is going to effect the calculated cross-section. How these effect is taken into account?

Thanks.
 
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  • #2
Generally, what is actually calculated is a differential cross-section. This is then integrated numerically in the allowed phase space region- the cuts come in as boundaries of allowed phase space.
 
  • #3
Ok, thanks for reply.

My question is when you are analyzing the real data. You see a peak of a particle D, you select that particle by taking cuts around its peak, and count the number of events giving that particle. To calculate the cross-section, you divide the number of D particle by flux. Now, the number of D particle depend on the cut around the peak. How do take care of effect due to different cuts? Does not the cross-section depends on the cut you are taking to select D particle?
 

Related to How do Kinematic Cuts Affect Cross-Section Calculation?

What is a cross section calculation?

A cross section calculation is a mathematical method used in physics to determine the probability of a particle interacting with another particle or object. It is often used to understand the behavior of particles in collisions or scattering experiments.

Why is cross section calculation important?

Cross section calculation is important because it allows scientists to make predictions about the behavior of particles in different environments. This information is essential for understanding the fundamental laws of physics and for developing new technologies.

What factors are considered in a cross section calculation?

Several factors are taken into account in a cross section calculation, including the properties of the particles involved, the energy of the particles, and the distance between them. These factors help determine the probability of an interaction occurring.

How is cross section calculation used in particle physics?

In particle physics, cross section calculation is used to study the properties of particles and to test theories about the fundamental forces of nature. It is also used to design experiments and to analyze the results of particle collisions.

Can cross section calculation be applied to other fields?

Yes, cross section calculation is not limited to particle physics. It is also used in other fields such as nuclear physics, astrophysics, and materials science to understand the interactions between particles and their surroundings.

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