Research Problem - 4-body Decay

In summary, the conversation discusses a research problem involving a four body decay for a PDF being created. The person is having trouble with the "particle mass dependency" part of the equation and is seeking help from someone with a theoretical background. They mention equations from a paper on two body and three body decays as a reference. One person offers to send the paper to the other through a personal email.
  • #1
crad5
2
0
Research Problem -- 4-body Decay

Hello,
I am trying to model a four body decay for a PDF I am creating, but I am having some trouble coming up with the "particle mass dependency" part of the equation - see http://pdg.lbl.gov/2009/reviews/rpp2009-rev-kinematics.pdf page 3 under 'two body decays' for an idea of what I am talking about - equation 38.16. If you look on page four, equation (38.20a) and ((38.20b)) this gives the mass dependency part of the equation (multiply them together) for three body decays, and I was hoping someone with a bit of a theoretical background could help me work through a four body integral.

Thanks!

Craig
 
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  • #2


I actually found such paper yesterday, I can send it to you if you send me your personal e-mail as a personal message to me. Dont post it here in the public forum!
 
  • #3


Hello Craig,

I understand your research problem and I can see why you are having trouble with the four body decay. The mass dependency part of the equation becomes more complex as the number of particles involved increases. However, there are several approaches you can take to solve this problem.

One approach is to use the conservation laws for energy and momentum in the decay process. This will allow you to write down a set of equations that relate the masses and momenta of the particles involved. From there, you can solve for the mass dependency part of the equation by using numerical methods or by making simplifying assumptions.

Another approach is to use theoretical models for the decay process, such as the R-matrix theory or the Bethe-Salpeter equation. These models can provide a framework for calculating the mass dependency part of the equation, but they may require some knowledge of quantum mechanics and nuclear physics.

I would also suggest consulting with other experts in the field, as they may have insights or techniques that can help you with your specific problem. Additionally, you can look into existing literature on four body decays to see if there are any similar cases that can provide guidance for your research.

I hope this helps and wish you all the best in your research.

 

1. What is a "4-body decay" in the context of research?

A 4-body decay refers to a type of radioactive decay process in which a parent nucleus decays into four daughter particles. This is different from other types of decays, such as 2-body decays, which involve only two daughter particles.

2. Why is studying 4-body decay important in research?

Studying 4-body decay is important because it can provide valuable information about the properties and behavior of subatomic particles. It can also help researchers understand the underlying processes and forces at work in the decay, which can have implications for other areas of physics and science.

3. What are some challenges in studying 4-body decay?

One of the main challenges in studying 4-body decay is that it involves multiple particles, making it more complex to analyze and understand. Additionally, the decay process can be affected by various factors, such as energy levels and external forces, which can make it difficult to accurately measure and interpret the data.

4. How do scientists conduct research on 4-body decay?

Scientists use various experimental techniques and technologies, such as particle accelerators and detectors, to study 4-body decay. They also use mathematical models and simulations to analyze the data and make predictions about the decay process.

5. What are some potential applications of 4-body decay research?

Research on 4-body decay can have a wide range of applications, including in the fields of nuclear physics, particle physics, and astrophysics. It can also help inform the development of new technologies and advancements in our understanding of the fundamental laws of nature.

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