Gravitation of heavy particles

In summary, heavy particles produced in high energy collisions in accelerators are not truly "hidden" but rather unstable and therefore not commonly observed in normal low energy conditions. They may only manifest their gravitational mass in these conditions, but they can still interact with other forces such as the electromagnetic force. The process of extracting predictions from particle physics theories is difficult due to the unstable nature of these particles. The discovery of bosons like the W and Z particles was made possible by colliding protons and antiprotons in an accelerator to produce them in higher quantities and increase their likelihood of being detected. These particles are not commonly observed in natural weak interactions due to their instability.
  • #1
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Heavy particles produced in high energy collisions in accelerators are 'hidden' in normal low energy conditions. Might heavy particles manifest only their gravitational mass in normal low energy conditions, even as they remain otherwise 'hidden'?

Could dark matter be high-energy heavy particles that are manifesting only their gravitational mass in normal low energy conditions?
 
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''Do heavy particles manifest their gravitational mass as particles in normal low energy conditions, even though they are otherwise 'hidden'?''

No. Low energy conditions are associated to geometry. Heavy particles are presumably pointlike, so what concerns their individual states are high energy conditions. If i get your meaning correctly. So effectively, they obtained mass just like any other quantized model for particles which is concerned with high-energy conditions rather than low ones corresponding to geometry. This is called quantum graphity.

''Could dark matter be heavy particles that are manifesting only their gravitational mass as particles in normal low energy conditions?''

No, because theoretically, heavy particles can still interact with the electromagnetic force. Their detection via other means would have been present if they were the general cause.
 
  • #3
The answer's still definitely no, but I'm not sure how helpful the last post was...

Heavy particles aren't "hidden" per se; they just don't generally exist in conditions because they aren't stable. They are in fact so unstable that when they're created in particle collisions, even moving at (a very large fraction of) the speed of light, they decay before they reach the detectors.
The process of extracting predictions from particle physics theories is for this reason a pretty difficult business that goes under the name of phenomenology; it's been compared to trying to recreate how a swiss watch works by analysing the cogs that fly out when you smash it with a sledgehammer.
 
  • #4
muppet said:
The answer's still definitely no, but I'm not sure how helpful the last post was...

Heavy particles aren't "hidden" per se; they just don't generally exist in conditions because they aren't stable. They are in fact so unstable that when they're created in particle collisions, even moving at (a very large fraction of) the speed of light, they decay before they reach the detectors.
The process of extracting predictions from particle physics theories is for this reason a pretty difficult business that goes under the name of phenomenology; it's been compared to trying to recreate how a swiss watch works by analysing the cogs that fly out when you smash it with a sledgehammer.

Just so I am clear on this let me ask with a real example. The bosons of the weak force, W and Z were discovered (by their decay products) by colliding protons and antiprotons in an accelerator. In principle, could these bosons be also observed (by their decay products) in naturally occurring weak interactions? In other words, was the accelerator experiment to detect the bosons done only so as to be able to produce them copiously and make them more likely to be detected?
 

1. What is "gravitation of heavy particles"?

"Gravitation of heavy particles" refers to the force of attraction between massive objects, such as planets and stars, due to their mass. This force is described by Newton's law of universal gravitation.

2. How does the mass of an object affect its gravitational pull?

The mass of an object directly affects its gravitational pull. The greater the mass, the stronger the gravitational pull. This is why larger objects, such as planets, have a stronger gravitational force than smaller objects, such as asteroids.

3. Can the gravitation of heavy particles be observed in everyday life?

Yes, the gravitation of heavy particles can be observed in everyday life. For example, the Earth's gravity keeps us on the ground and causes objects to fall towards the Earth. The gravitational pull of the Moon also causes ocean tides on Earth.

4. How is the gravitation of heavy particles related to the curvature of space-time?

According to Einstein's theory of general relativity, the presence of mass and energy causes space-time to curve. This curvature of space-time is what we experience as the force of gravity. Therefore, the gravitation of heavy particles is intimately connected to the curvature of space-time.

5. Can the gravitation of heavy particles be explained by any other theories besides Newton's law of universal gravitation?

Yes, besides Newton's law of universal gravitation, the gravitation of heavy particles can also be explained by Einstein's theory of general relativity. This theory provides a more accurate and comprehensive explanation of gravity, especially in extreme conditions such as around massive objects like black holes.

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