Is Gravity a Field of Virtual Particles or a Curvature of Space-Time?

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In summary, the conversation discusses the concept of quantization in relation to mass and energy. It is mentioned that mass is not quantized, as there is no smallest unit of mass that all other masses are multiples of. However, some particles such as neutrinos and the hypothetical axion may have very small masses. The need for gravitons is also discussed, as they are a way of describing gravitational phenomena in a particle-like manner. It is noted that quantization arises from surrounding constraints, and that gravity can be described as a field of virtual particles or as a curvature of spacetime. The relationship between these two descriptions is also discussed.
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physorguser
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If mass is quantised and energy is mass why isn't energy quantised. It seems that it's possible to have arbitrarily small amounts of energy.

Then if energy does not need to be quantised, then what is the need for a graviton, when gravity is described as a curvature of space?
 
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  • #2
Mass is not quantized, physorguser. There is no reason to believe it is. For example if it was quantized there would be a smallest mass that every other mass was an exact multiple of, a "quantum of mass", and there is not. The electron's mass is 0.510998928 MeV while the muon's mass is 105.6583715 MeV. It's clear that one is not an exact integer multiple of the other.

As particles go, the electron's mass is pretty small, but the mass of some of the other particles is much smaller still. Neutrinos have nonzero mass: the value is not yet known but believed to be 1 eV or less. A hypothesized particle called the axion may even have a mass as small as 10-6 eV.
 
  • #3
physorguser said:
Then if energy does not need to be quantised, then what is the need for a graviton, when gravity is described as a curvature of space?

Gravitons arise naturally in string theory, they weren't inserted into it. They're a way of describing gravitational phenomena particle-wise. Gravity's still described as a field, as it is in GR, but just a virtual particle field, like electromagnetism, instead of space time curvature. So gravitons are to gravity as photons are to EM. You don't lose anything describing gravity this way.
 
  • #4
One thing to remember is that quantization is not coming from the nature of energy/mass itself, it's coming from the surrounding constraints, a.k.a. boundry conditions. Take the (kinetic) energy of the electron as an example, in free space it's not quantized and can have any value. However, once it becomes bound to an atom it will be subject to periodic boundry conditions (orbits were the wavefunction doesn't interfere constructively disappear), and this causes the electron energy to now be descrete, i.e. quantized.
 
  • #5
Viracocha said:
Gravity's still described as a field, as it is in GR, but just a virtual particle field, like electromagnetism, instead of space time curvature. So gravitons are to gravity as photons are to EM.

Yes, but what I have trouble comprehending, is that it's fine that gravity can be described as a field of virtual particles like the EM field, but when gravity is described as a curvature of space-time, does that mean that spacetime and the virtual field of gravitons are the same thing in a different form or two different things. Or only one thing but with two different descriptions like how Schrod's wave mechanics and Heisenberg's Matrix mechanics were both describing one reality.

Zarqon said:
...

OK thanks, that's cleared that up.
 

1. Why do we believe that energy is quantized?

The concept of quantized energy was first proposed by Max Planck in 1900, based on his observations of blackbody radiation. Later, Albert Einstein further developed the idea through his work on the photoelectric effect. Today, the quantization of energy is supported by a wide range of experimental evidence and is a fundamental principle in modern physics.

2. What does it mean for energy to be quantized?

Quantized energy means that energy can only exist in discrete, specific amounts or levels. This is in contrast to continuous energy, where energy can take on any value. In quantized energy, the smallest unit of energy is known as a quantum, and all energy must be a multiple of this quantum.

3. How does quantized energy affect everyday life?

Quantized energy has a profound impact on our everyday lives. It is the basis for many modern technologies, such as lasers, computers, and telecommunications. It also plays a crucial role in understanding the behavior of atoms and molecules, which are essential for chemistry and biology.

4. Are there any exceptions to the quantization of energy?

While energy is generally considered to be quantized, there are some exceptions to this rule. For example, in certain cases, energy can appear to be continuous due to the large number of energy levels involved. Additionally, some theories, such as string theory, suggest that energy may be continuous at a fundamental level.

5. Why is it important to understand the quantization of energy?

Understanding the quantization of energy is crucial for developing a deeper understanding of the universe and its workings. It allows us to accurately describe and predict the behavior of particles and systems, from the microscopic to the macroscopic level. Additionally, it has practical applications in technology and helps us to make sense of the fundamental laws of physics.

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