Atlas Exp: Solving Calorimeter Challenges

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Discussion Overview

The discussion revolves around the theoretical and practical challenges involved in designing effective calorimeters for the Atlas experiment, particularly focusing on the use of liquid argon (LAr) and the geometrical considerations of calorimeter shape. Participants explore various parameters and decisions that impact calorimeter performance, including temperature management and material selection.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants mention the "high temperature problem" and suggest that cryogenic methods, such as using liquid argon, can address this issue.
  • Others question the existence of a "high temperature problem" in the context of calorimetry, noting that room temperature calorimeters are common.
  • There is a discussion about the necessity of a cylindrical shape for calorimeters to effectively gather data from particle collisions, with some asserting that this design prevents loss of information.
  • Participants debate the choice of materials for calorimeters, with some arguing that argon is not the only viable option and suggesting that krypton may perform better.
  • Questions are raised about the specific reasons for using liquid argon over gaseous argon and the implications of calorimeter shape on performance.
  • One participant emphasizes the importance of understanding all parameters before constructing the LAr calorimeters to ensure efficiency.

Areas of Agreement / Disagreement

Participants express differing views on the "high temperature problem," the choice of materials for calorimetry, and the necessity of a cylindrical design. The discussion remains unresolved with multiple competing perspectives on these issues.

Contextual Notes

Participants reference the need for specific technical documentation, such as design reports and NIM papers, to clarify their questions and assumptions regarding calorimeter design.

prochatz
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Considering the Atlas experiment, which are the basic theoretical decisions someone must take in order to create an effective calorimeter? In other words, which are the basic problems that someone must solve to achieve the best possible effectiveness?

For example, the high temperature problem can be solved with cryogenic methods (Liquid Argon). The geometrical orbits of particles can be fully observed if we construct our calorimeter in the shape of a barel. Are there any similar problem that physicists had to face?
 
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I'm not sure what you mean by these "problems". What is the "high temperature problem"? Lots of people have room temperature calorimeters. If by "geometric orbits" you mean "tracks", the tracking occurs before the particle has reached the calorimeter.
 
Vanadium 50 said:
I'm not sure what you mean by these "problems".

In order to construct an effective calorimeter someone must, first of all, take into account all the parameters of the experiment that may lead to fail.

Vanadium 50 said:
What is the "high temperature problem"? Lots of people have room temperature calorimeters.

I'm talking about the LAr Calorimeters in Atlas experiment. Not an ordinary calorimeter.

Vanadium 50 said:
If by "geometric orbits" you mean "tracks", the tracking occurs before the particle has reached the calorimeter.

That's right, I mean tracks.

Before constructing the LAr calorimeters, in Atlas experiment, someone must know all the parameters and design these devices in order to work efficiently.

If we are talking about a "face to face" collision then we should definitely place the calorimeters in the shape of a cylinder. Otherwise, we will lose information.

If we do not use Argon (in the calorimeters) and use some other element we will fail gathering the electrons due to couplings with the element.

What other parameters had the physicists to take into account before proceding to the construction of the LAr Calorimeters?
 
You didn't tell me what this "high temperature problem" is. I think it would go better if you would answer my call for clarification rather than explain to me why I don't need to know it. It is absolutely not true that argon is the only possible element. Krypton works as well - and in fact, works better.
 
Vanadium 50 said:
You didn't tell me what this "high temperature problem" is.

As far as I know electronics cannot work efficiently in high temperatures. This is one of the reasons we must use methods to cool off our system.

Vanadium 50 said:
It is absolutely not true that argon is the only possible element. Krypton works as well - and in fact, works better.

I did not mentioned that Argon is the only possible element someone could use. However, Argon is one element that works well enough. An element that could "kill" the after collission particles should be avoided.

I'll try to ask some more specific questions in order to understand each other. Maybe is something that I do not totally understand.

i)Why are we using Argon in calorimeters?
ii)Why are we using liquid Argon instead of gaseous Argon?
iii)Why does the full structure have barrel shape?
 
prochatz said:
i)Why are we using Argon in calorimeters?
ii)Why are we using liquid Argon instead of gaseous Argon?
iii)Why does the full structure have barrel shape?
Have you had a chance to take a look at the technical design report ? It would help if you could find this, and point to specific questions with regards to it. I doubt your questions are not already answered there. Another possible document would be a NIM paper. From which source of information do you start ?
 
The electronics for the ATLAS LAr calorimeter are at room temperature.

Argon is ionized by particles, and then the ions are collected on electrodes and the signal is amplified. You can use whatever pretty much any material you want as an ionization medium, and different materials have different ion survival times, signal heights, drift speeds, etc. Liquid argon happens to be a convenient material: a big signal with a fast recovery time. But people can and do use other materials.

The beamline has cylindrical symmetry - it makes sense for the detector to match it rather than adding nonuniformities.
 

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