Hadron Mass, MC^2 and Gravity

In summary, the mass of a hadron is not primarily determined by the mass of its valence quarks, but rather by the large amount of energy associated with the strong interaction. This raises questions about the role of gravity in the universe, as most of the mass is actually due to the strong force rather than the matter itself. It is also worth noting that dark matter plays a significant role in the overall gravity of the universe.
  • #1
EskWIRED
99
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I cam across this statement in Wikipedia:

Note that the mass of a hadron has very little to do with the mass of its valence quarks; rather, due to mass–energy equivalence, most of the mass comes from the large amount of energy associated with the strong interaction.

I find it somewhat disturbing and profound, if true.

It seems to me that most of the time, we think of matter as having gravity as one of its properties. But the quoted text says that most of the mass of hadrons is produced not by the rest mass of the constituent quarks (i.e., the matter), but instead by the energy associated with the strong interaction holding that matter in proximity.

Is most of the gravity we are aware of in the universe produced by the energy associated with the strong force? What are the proportions? How much gravity can be attributed to rest mass, and how much to the strong force?
 
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  • #2
Strong force comes in second. Most of the gravity in the universe comes from dark matter.
 

What is the Hadron Mass?

The Hadron Mass is the mass of a hadron, which is a subatomic particle made up of quarks and gluons. It is a measure of the amount of matter contained within the hadron.

What is MC^2?

MC^2, or MC squared, is a mathematical formula that represents the relationship between mass and energy. It states that the energy (E) of an object is equal to its mass (m) multiplied by the speed of light (c) squared.

How are Hadron Mass and MC^2 related?

Hadron Mass and MC^2 are related through the equation E=mc^2. This means that the mass of a hadron is directly proportional to its energy. As the mass of a hadron increases, so does its energy.

What role does gravity play in Hadron Mass and MC^2?

Gravity plays a significant role in determining the mass of a hadron and its relationship to energy. According to Einstein's theory of general relativity, gravity is the curvature of spacetime caused by the presence of mass. This means that the more massive an object is, the stronger its gravitational pull. Therefore, the mass of a hadron affects its energy and gravitational pull, as well as its interactions with other particles.

How does understanding Hadron Mass, MC^2, and Gravity contribute to scientific advancements?

Understanding Hadron Mass, MC^2, and Gravity is crucial for scientists to study and understand the fundamental building blocks of the universe. This knowledge can help us make advancements in fields such as particle physics, cosmology, and astrophysics. It also allows us to develop new technologies, such as particle accelerators, that can further our understanding of the universe and potentially lead to groundbreaking discoveries.

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