Unconsidered source of CP asymmetry?

In summary, the conversation discusses the strong CP problem and the absence of large CP asymmetries in the Standard Model. The speaker brings up the idea of T symmetry and its role in the observed CP asymmetry in the universe. They argue that the Big Bang, which presents a breaking of T symmetry on large scales, should be considered as a potential source of the observed CP asymmetry. The conversation also touches on the concepts of spontaneous symmetry breaking and the misunderstanding of T symmetry in relation to the state of the universe.
  • #1
michael879
698
7
I constantly see references to the "strong CP problem" which is basically just the fact that the CP asymmetries in the SM are not large enough to account for the observed CP asymmetry in the universe. What I find odd is that nobody ever mentions the HUGE CP asymmetry caused by our current cosmological model! Since CPT is presumed to be a true symmetry of nature (related to Lorentz invariance), T asymmetries and CP asymmetries are equivalent! The Big Bang, the idea that the universe had some initial time t=0 and is moving FORWARD through time (i.e. entropy increases), presents a nearly complete breaking of T symmetry on large scales. Why is this not generally considered as the source of the observed CP asymmetry??
 
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  • #2
The Big Bang, the idea that the universe had some initial time t=0 and is moving FORWARD through time (i.e. entropy increases), presents a nearly complete breaking of T symmetry on large scales.
This is not what T symmetry means.
If you could magically reverse the motion of all particles and even of spacetime itself, the universe would collapse (nearly) in the same way as it expanded. The laws of physics are (nearly) invariant with respect to the direction of time, even if the evolution of matter in the universe is not.
 
  • #3
michael879 said:
I constantly see references to the "strong CP problem" which is basically just the fact that the CP asymmetries in the SM are not large enough to account for the observed CP asymmetry in the universe.
This is not the strong CP problem.

http://en.wikipedia.org/wiki/Strong_CP_problem
 
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  • #4
mfb said:
This is not what T symmetry means.
If you could magically reverse the motion of all particles and even of spacetime itself, the universe would collapse (nearly) in the same way as it expanded. The laws of physics are (nearly) invariant with respect to the direction of time, even if the evolution of matter in the universe is not.

Yes, that is why its spontaneous symmetry breaking of T symmetry! The laws of physics are (nearly) T invariant, and yet OUR particular solution (the universe) is not. Our universe is expanding not collapsing. You could also say its our boundary conditions that break the symmetry. Our past is a singularity, but our future is a frozen, maximal entropy universe.

And yes, Avodyne, sorry I got confused about the name. You are right, this is not the STRONG CP problem, just the general CP problem.
 
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  • #5
The OP doesn't understand T symmetry which is not a symmetry of the state of the universe. It is a symmetry of the equations governing the evolution of the state of the universe. That symmetry is NOT broken by the boundary condition imposed at the beginning of the universe - namely the condition of small starting entropy.

The OP doesn't understand the Strong CP problem either. The problem is not that the Standard model's CP violation isn't big enough. The problem is that it ought to be much bigger but isn't. Why isn't it? That's the question that must be addressed by any proposed solution to the Strong CP problem.
 
  • #6
dauto said:
The OP doesn't understand T symmetry which is not a symmetry of the state of the universe. It is a symmetry of the equations governing the evolution of the state of the universe. That symmetry is NOT broken by the boundary condition imposed at the beginning of the universe - namely the condition of small starting entropy.

The OP doesn't understand the Strong CP problem either. The problem is not that the Standard model's CP violation isn't big enough. The problem is that it ought to be much bigger but isn't. Why isn't it? That's the question that must be addressed by any proposed solution to the Strong CP problem.

I'm just going to point you to my previous post... T symmetry is not a symmetry of the state of the universe, as you said, which means T symmetry is spontaneously broken. The boundary conditions are the beginning and end of the universe, which are NOT time symmetric. As for the strong CP problem, I already admitted I used the wrong term...
 
  • #7
michael879 said:
I'm just going to point you to my previous post... T symmetry is not a symmetry of the state of the universe, as you said, which means T symmetry is spontaneously broken. The boundary conditions are the beginning and end of the universe, which are NOT time symmetric. As for the strong CP problem, I already admitted I used the wrong term...

You still don't understand it. Even if your solution is not time symmetric, that doesn't mean that T symmetry has been broken (implicitly, explicitly, spontaneously, or otherwise). T symmetry is not intended as a symmetry of a solution and it doesn't care if the solution is symmetric or not. As long as the equations governing the solution are time symmetric, T is not violated.

(added by edit) In other words: If a theory is time symmetric, the application of the T operator to a valid solution will create another valid solution but that new valid solution is not required to be the same as the original valid solution. It is a time reversed solution. If a theory is NOT time symmetric than applying the T operator to a valid solution will create an invalid solution (that is not a solution).
 
  • #8
I don't think you understand spontaneous symmetry breaking... It is defined as a solution that does not obey a symmetry of the lagrangian, which is exactly the case in our universe
 
  • #9
michael879 said:
I don't think you understand spontaneous symmetry breaking... It is defined as a solution that does not obey a symmetry of the lagrangian, which is exactly the case in our universe
It is a broken symmetry, but it has nothing to do with spontaneous symmetry breaking as it is used in particle physics.

You asked a question, you got answers. If you have more questions, feel free to ask them, but stop posting nonsense as facts.
 
  • #10
mfb said:
It is a broken symmetry, but it has nothing to do with spontaneous symmetry breaking as it is used in particle physics.

You asked a question, you got answers. If you have more questions, feel free to ask them, but stop posting nonsense as facts.

WOW that's rude... All I did was provide a definition of "spontaneous symmetry breaking". It is when there is a symmetry of your model that is not a symmetry of the solution... Yes, in high energy particle physics the term usually implies a little more (mainly that its a continuous symmetry that then gives you a goldstone boson) but that is how its defined..

As for your comment that "it is a broken symmetry" I'm not sure whether you are referring to the explicit symmetry breaking from CP violations in the SM or the spontaneous breaking from the initial conditions of the universe, so I'm not sure how to respond. However, the large-scale structure of the universe GROSSLY violates T symmetry even though the underlying physics respects it
 
  • #11
That is just very direct.

However, the large-scale structure of the universe GROSSLY violates T symmetry
It does not.
Our universe is not symmetric, but "T symmetry" refers to the symmetry of the physics, not a (non-existent) symmetry of the state of the universe.
 
  • #12
Which is another way of saying its spontaneously broken isn't it?? Our universe COULD be invariant under T transformations, but it almost universally prefers the forward time direction, breaking this symmetry that is present in the physical laws (approximately)
 
  • #13
michael879 said:
Which is another way of saying its spontaneously broken isn't it??

Asked and answered. Several times. Repeating this assertion and continuing to go in circles isn't going to help anything.
 

Related to Unconsidered source of CP asymmetry?

1. What is CP asymmetry and why is it important in science?

CP asymmetry, or charge-parity asymmetry, is a phenomenon in particle physics where there is a difference in the behavior of particles and antiparticles. It is important in science because it helps us understand why the universe is made up mostly of matter rather than antimatter.

2. What are some well-known sources of CP asymmetry?

Some well-known sources of CP asymmetry include the weak nuclear force, which is responsible for radioactive decay, and the strong nuclear force, which holds atomic nuclei together.

3. What is an unconsidered source of CP asymmetry?

An unconsidered source of CP asymmetry could be a new, undiscovered force or interaction that affects the behavior of particles and antiparticles differently.

4. How do scientists study and measure CP asymmetry?

Scientists study CP asymmetry by observing and analyzing the behavior of particles and antiparticles in experiments, such as those conducted at large particle accelerators like the Large Hadron Collider. They also use theoretical models and mathematical equations to predict and understand the behavior of particles and antiparticles.

5. What implications could an unconsidered source of CP asymmetry have on our understanding of the universe?

If an unconsidered source of CP asymmetry is discovered, it could have significant implications for our understanding of the fundamental forces and particles that make up the universe. It could also lead to new discoveries and advancements in particle physics and potentially answer longstanding questions about the nature of matter and antimatter.

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